Physical & Online Class
We have online & Physical classes. You can take either one or both.
Class Recording
We record every class. You can access the class recordings from home.
Unlimited Class
You can access the class until you get desired score.
Apply for the course; we will call you back soon.
This content is helpful for
Also, Visit: SAT Date in Nepal | The New Digital SAT | SAT Quant Instructor | SAT Verbal Instructor | SAT Free Resources | SAT Calculator Policy
Discover versatile SAT preparation choices featuring online, in-person, and blended courses. Opt for either or blend both for a customized learning journey engineered to enhance your SAT triumph.
Easily access our archived SAT classes from any location and at any time. Strengthen your test preparation by reviewing course material whenever it suits you, boosting your learning and overall readiness for the exam.
Attain your desired score with continuous access to our GRE classes, even post-course completion. Keep attending sessions until you achieve your target performance level for maximum success.
Benefit from the expertise of our seasoned educators who boast a consistent record of attaining top SAT scores in Nepal. Rest assured, you’ll receive premium test preparation of the utmost caliber, priming you for triumph.
Every week, you’ll have access to thorough full-length tests, along with daily half-length tests. Additionally, our collection includes over 300 section-wise tests, all meticulously crafted to closely emulate the format and difficulty of actual SAT exams.
Complete SAT Learning Management System (LMS) Portal Effectively oversee your SAT study schedule through our feature-loaded LMS portal, filled with ample study resources crafted to elevate your learning journey and exam readiness.
Sections | Number of Questions | Time Duration | Score Range |
Verbal (Modules-I) Verbal (Modules-II) | 27 Questions 27 Questions | 32 Minutes 32 Minutes | 200-800 |
Quantitative (Modules-I) Quantitative (Modules-II) | 22 Questions 22 Questions | 35 Minutes 35 Minutes | 200-800 |
Total | 90 Questions | 134 Minutes | 400-1600 |
SAT Test Date | Registration Deadline | Late Registration Deadline |
---|---|---|
August 26, 2023 | July 28, 2023 | August 15, 2023 |
October 7, 2023 | September 8, 2023 | September 26, 2023 |
November 4, 2023 | October 6, 2023 | October 24, 2023 |
December 2, 2023 | November 3, 2023 | November 21, 2023 |
March 9, 2024 | February 23, 2024 | February 27, 2024** |
Are you preparing for the SAT and searching for the ideal coaching solution? Look no further! MKSprep is here to offer the best SAT classes tailored to your learning style, providing Physical, Online, and Hybrid Class options to accommodate every student’s needs. With our seasoned instructors, comprehensive learning resources, and advanced LMS support, you’ll be well-equipped to ace your SAT exam.
At MKSprep, we acknowledge that each student has distinct learning preferences. That’s why we provide three different class modes to cater to your individual requirements:
MKSprep’s SAT classes are designed to provide extensive support and resources throughout your preparation journey. Our unique features include the following:
MKSprep’s LMS offers an abundance of resources to help you meticulously prepare for the SAT:
MKSprep’s SAT Post-Class Support is designed to ensure that you maintain momentum in your SAT preparation even after completing our classes.
Our SAT Post-Class Support equips students with the following resources to enhance their preparation journey:
Enroll in MKSprep’s SAT classes today and embark on a journey toward achieving your dream SAT score. Our unparalleled teaching methods, experienced instructors, and extensive learning resources will provide you with the ultimate SAT preparation experience. Take the chance to join our successful students and unlock your true potential!
MKS instructors
Mr. Bijay Shivakotee
Nepal’s Most experienced and score-oriented instructor is himself an American college graduate. He has been a full-time GRE | GMAT | SAT | Language proficiency test instructor since 2000.
Mr. Manoj K. Singh
Highly experienced and score-oriented Instructor. To address students’ needs and make Tests easy, he developed Learning Management System (LMS), which managed students’ overall study.
SAT (formerly known as Scholastic Assessment Test and Scholastic Aptitude Test) is a standardized test that is widely used in the United States to assess applicants for college admissions. It measures high school students critical thinking, mathematical reasoning, and writing skills. The College Board is a non-profit organization that created and oversees the SAT.
The test is typically taken by high school juniors and seniors and consists of three sections: Reading, Writing and Language, and Math. Each section is scored on a scale of 200-800, with a total possible score of 1600. The optional essay section is scored separately on a scale of 2-8.
Many US colleges and universities use the SAT in conjunction with other criteria like GPA, extracurricular activities, and personal essays as part of their admissions process. Some colleges and universities also require or recommend taking SAT Subject Tests. These tests measure how much you know about certain subjects, like literature, biology, or physics.
Getting ready for the SAT usually means learning about the test’s content and structure and practicing with sample questions and full-length practice tests. Students can use study guides, online courses, and tutoring services, among other things, to help them get ready.
MKSprep is Nepal’s most significant test prep center, focusing on high-quality teaching methods and comprehensive assistance to help students advance in their careers. We are now offering the best SAT class in Nepal, taught by highly experienced and score-oriented teachers.
We have the best SAT class in Nepal since we give our students a significant amount of practice materials together with cutting-edge technology.
Visit SAT Overview for extended information
When it comes to finding the best live online SAT class in Nepal, MKSprep Institute stands out as a top choice. Renowned for its exceptional track record in test preparation, MKSprep offers a comprehensive and tailored learning experience for students aiming to excel in the SAT. Their live online classes combine the expertise of highly qualified instructors with a dynamic virtual classroom environment, ensuring that students receive personalized attention and engage in interactive discussions. The institute’s well-structured curriculum covers all sections of the SAT, including Mathematics, Evidence-Based Reading and Writing, and the optional Essay. MKSprep’s commitment to student success is reflected in its strategic approach to teaching, which incorporates actual SAT practice questions, full-length mock tests, and detailed performance analysis. By choosing MKSprep for their live online SAT class, students in Nepal are making a proactive investment in their academic future, equipping themselves with the skills and knowledge needed to conquer the SAT and achieve their desired scores confidently.
What is the SAT test?
The SAT is a standardized test used for college admissions in the United States. It measures high school students’ critical thinking, mathematical reasoning, and writing skills.
What does SAT stand for?
SAT originally stood for Scholastic Aptitude Test, then later Scholastic Assessment Test. Today, SAT does not stand for anything.
Who administers the SAT?
The College Board, a non-profit organization, develops and administers the SAT.
When is the SAT offered?
The SAT is offered several times yearly, typically in the fall, winter, and spring. Dates and registration deadlines can be found on the College Board’s website.
What is the format of the SAT?
The SAT consists of three sections: Reading, Writing and Language, and Math. The sections are scored on a scale of 200-800, with a total possible score of 1600.
How is the SAT scored?
The SAT is scored on a scale of 200-800 for each section. The essay is scored separately on a scale of 2-8.
How do you prepare for the SAT?
Preparing for the SAT involves studying the content and format of the test and practicing with sample questions and full-length practice tests. Many resources are available to help students prepare, including study guides, online courses, and tutoring services.
How do you register for the SAT?
You can register for the SAT on the College Board’s website. You must create an account, provide personal information, choose a test date and location, and pay the registration fee.
How long does it take to get SAT scores?
SAT scores are typically released about two weeks after the test date.
What is a super score?
A super score is the highest score from each section of the SAT that a student has achieved across multiple test dates. Some colleges and universities will use a student’s super score when evaluating their application
How do colleges and universities use SAT scores in the admissions process?
Colleges and universities use SAT scores as one factor in the admissions process, along with other factors such as GPA, extracurricular activities, and personal essays.
Are there accommodations available for students with disabilities?
Yes, accommodations are available for students with disabilities. Students must apply for accommodations through the College Board’s Services for Students with Disabilities (SSD) program.
What is a good SAT score for Ivy League schools?
Ivy League schools typically expect scores in the range of 1450-1600, with the average score being around 1500.
How many times should you take the SAT?
Most students take the SAT 2-3 times, but there is no limit to how many times they can take the test.
What is the SAT percentile rank?
The SAT percentile rank shows how well a student performed compared to other test-takers. For example, a score in the 75th percentile means the student scored better than 75% of all test-takers.
What is a good SAT score for scholarships?
Many scholarships have specific SAT score requirements, but in general, a score of 1200 or above is considered competitive.
When should I take the SAT?
Most students take the SAT during their junior year of high school, but you can take the test as early as your sophomore year or as late as your senior year.
Can I change my SAT test center or test date?
Yes, you can change your SAT test center or test date, but there may be a fee to do so.
Can I cancel my SAT scores?
Yes, you can cancel your SAT scores before seeing them, but there may be a fee to do so.
What is the SAT registration deadline?
The SAT registration deadline varies depending on the test date, but it is usually about a month before the test.
What is the SAT fee?
The SAT fee is $55 without the essay section and $70 with the essay section. Additional fees for late registration, changing test centers, or other services may apply.
What is a good SAT score?
A good SAT score is generally considered to be a score above 1200, but what is considered a good score depends on the individual student and the colleges they are applying to.
How do I send my SAT scores to colleges?
You can send your SAT scores to colleges through your College Board account, either when you register for the test or after you receive your scores.
What is the SAT registration process?
To register for the SAT, you can sign up online through the College Board website or by mail with a paper registration form.
Can I get a refund if I don’t take the SAT?
Yes, you can get a refund of your SAT registration fee if you don’t take the test, but you must cancel your registration before the test date.
What is the SAT curve?
The SAT curve refers to the way that test scores are adjusted to account for differences in difficulty between different versions of the test.
How long does it take to get SAT scores?
SAT scores are typically released about two weeks after the test date.
How can I send my SAT scores to colleges?
After receiving your scores, you can send your SAT scores to colleges when you register for the test or through your College Board account. You can send up to four score reports for free; additional reports may require a fee.
Can I change my SAT test center on test day?
Actually, you can only change your SAT test center on test day if there is a significant issue or emergency.
How long do SAT scores take to be released?
SAT scores are typically released about 2-3 weeks after the test date.
How do I know if a college requires SAT scores?
You can check a college’s website or admission requirements to see if they require or recommend SAT scores.
When should I take the SAT?
Taking the SAT in the spring of your junior year of high school or the fall of your senior year is recommended.
What is the SAT registration deadline?
The SAT registration deadline is typically about a month before the test date.
Can I change my SAT test center or test date after registration?
You can change your SAT test center or test date, but there may be additional fees and deadlines.
What is the SAT score cancellation policy?
You can cancel your SAT score within a few days after the test date, but there may be a fee, and the cancellation will be noted on your score report.
What is the SAT test center code?
The SAT test center code is a unique identifier the College Board assigns to each test center.
Can I change my SAT test date?
Yes, you can change your SAT test date for a fee up until the registration deadline.
What is the SAT waitlist?
The SAT waitlist is a program that allows you to take the test on a standby basis if there are no available seats on your preferred test date.
What is the SAT accommodation policy for students with disabilities?
The SAT accommodation policy provides accommodations such as extended time, extra breaks, and a quiet testing environment for students with disabilities.
What is the SAT score choice policy?
The SAT score choice policy allows you to choose which SAT scores to send to colleges rather than sending all of your scores.
Can I use a calculator on the SAT?
Yes, a calculator is allowed on all sections of the SAT.
How useful was this post?
Click on a star to rate it!
Average rating 4.9 / 5. Vote count: 898768
No votes so far! Be the first to rate this post.
We are sorry that this post was not useful for you!
Let us improve this post!
Tell us how we can improve this post?
Apply for the course; we will call you back soon.
This content is helpful for
MKSprep is the Best live online class provider in Nepal. We have the best team instructor in town. Hundreds of students from Pokhara itself.
Are you an aspiring student planning to take the SAT and searching for the perfect preparation course? Look no further than MKSprep, offering top-notch SAT classes in Pokhara to help you excel in your college admissions journey. We understand the diverse learning needs of our students, which is why we provide physical, online, and hybrid class options to suit your preferences and requirements.
Our state-of-the-art Learning Management System (LMS) is the cornerstone of our SAT courses, equipping you with a wealth of resources to enhance your SAT preparation. Our LMS includes the following:
At MKSprep, the right instructor can significantly impact your SAT preparation. That’s why we’ve carefully selected the best instructors in the field, renowned for their extensive experience and proven success in guiding students to SAT excellence.
Take your chance to unlock your potential and achieve your desired SAT score with our comprehensive MKSprep courses. Enroll today and get ready to ace the SAT!
MKS SAT Preparation specialty
We have online & Physical classes. You can take either one or both.
We record every class. You can access the class recordings from home.
You can access the class until you get desired score.
Our most experienced instructors have the best track record for the best score in Nepal.
Our LMS portal helps you to manage your whole study plan with tons of study material.
LMS Portal feature
Time-bound Test
Interactive Slide Show
Post Class Plan
Video Lectures
MKS instructors
Mr. Bijay Shivakotee
Nepal’s Most experienced and score-oriented instructor is himself an American college graduate. He has been a full-time GRE | GMAT | SAT | Language proficiency test instructor since 2000.
Mr. Manoj K. Singh
Highly experienced and score-oriented Instructor. To address students’ needs and make Tests easy, he developed Learning Management System (LMS), which managed students’ overall study.
As part of the college admissions process, colleges and universities in the United States use the SAT (Scholastic Assessment Test). Developed and administered by the College Board, the SAT is designed to assess a student’s readiness for college-level work by measuring their critical reading, writing, and mathematical skills. High school juniors and seniors primarily take the test, although younger students can also participate.
Structure:
The SAT is divided into two main sections: Evidence-Based Reading and Writing and Math. There is also an optional Essay section. The test is scored on a scale of 400 to 1600, with each of the two main sections worth 200 to 800 points.
Preparation:
Students can prepare for the SAT by reviewing the content covered in the test, taking practice tests, and developing test-taking strategies. The College Board offers free resources through its website and partnership with Khan Academy, such as sample questions and full-length practice tests. Many students also choose to enroll in SAT prep courses, hire tutors, or use self-paced study guides.
The SAT is one of the most widely used standardized tests for college admissions in the United States, along with the ACT. College admissions officers use SAT scores with other factors, such as high school GPA, extracurricular activities, recommendation letters, and personal essays, to evaluate an applicant’s potential for success in college. However, some colleges and universities have adopted test-optional or test-flexible policies, allowing applicants to decide whether or not to submit their SAT scores as part of their application.
The SAT (Scholastic Assessment Test) is an essential aspect of the college admissions process in the United States because it serves several purposes:
While the SAT remains an important factor in college admissions, it’s essential to remember that it’s just one component of a student’s overall application. Colleges and universities also consider factors such as high school GPA, extracurricular activities, recommendation letters, and personal essays when evaluating applicants. Additionally, some institutions have adopted test-optional or test-flexible policies, allowing students to choose whether or not to submit their SAT scores as part of their application.
How useful was this post?
Click on a star to rate it!
Average rating 4.9 / 5. Vote count: 789875
No votes so far! Be the first to rate this post.
We are sorry that this post was not useful for you!
Let us improve this post!
Tell us how we can improve this post?
Welcome to our course on SAT preparation, with a particular focus on the intriguing topic of Solid Geometry. We’re glad to have you here at MKSprep, located in Putalisadak, Kathmandu, Nepal. Our goal is to provide you with comprehensive guidance to grasp this complex area with relative ease. This is the first of our eight-part series on Solid Geometry.
In this first part, we aim to lay a solid foundation that will facilitate your understanding of solid geometry’s complex principles and theories. Solid Geometry is a vital aspect of the mathematics section of the SAT. It focuses on the properties and relations of points, lines, surfaces, solids, and higher-dimensional analogs. This knowledge will be crucial for your SATs and integral to various fields like physics, engineering, computer graphics, and more.
The fundamentals of solid geometry can seem daunting initially, but we promise that once you’ve understood the basics, the complex problems become more straightforward. We will commence with the most basic forms – cuboids and cubes, examining their properties and how to calculate aspects like volume, surface area, and diagonal lengths.
Understanding these simple solid shapes is crucial before proceeding to more complex ones in our subsequent lessons. We will provide exercises after each session, offering you the opportunity to practice what you have learned. Remember, like every other aspect of mathematics, the key to mastering solid geometry lies in understanding the concepts and practicing regularly.
We hope you are as excited as we are about this journey we’re embarking on together. Buckle up, grab your notebook, and get ready to delve into the fascinating world of Solid Geometry!
Stay tuned for the next part, where we’ll explore the intriguing world of prisms and pyramids!
Welcome back to the second installment of our eight-part series on Solid Geometry for SAT preparation. We’re excited to venture deeper into the realm of three-dimensional shapes. Building upon the fundamental understanding of cuboids and cubes from the first session, we’re now ready to explore the captivating world of prisms and pyramids.
In this lesson, we’ll familiarize ourselves with prisms and pyramids, their definitions and properties, and discuss volume and surface area calculations.
A prism is a three-dimensional geometric figure with two parallel, congruent bases connected by parallelogram faces. Depending on the shape of the base, prisms can be classified into various types – rectangular prisms, triangular prisms, and more. Let’s look at the basic formulas associated with prisms:
A pyramid is a polyhedron whose base is a polygon, and whose lateral faces are triangles converging to a single point called the apex. The base can take multiple shapes, leading to variations like square pyramids, triangular pyramids, etc. The key formulas associated with pyramids are:
We will delve into each of these shapes, working through examples to illustrate these formulas and their applications. By incorporating diagrams, step-by-step problem-solving, and tips to remember these formulas, we aim to ensure that these concepts are cemented in your memory.
By the end of this part, you’ll have a robust understanding of prisms and pyramids and be well-equipped to handle related SAT questions confidently. To reinforce your newly acquired knowledge, we will conclude with a set of exercises that mimic real SAT problems.
In the third part of our series, we’ll journey into the exciting world of cylinders and cones. Keep practicing, stay curious, and remember – every step forward, no matter how small, gets you closer to mastering solid geometry.
Greetings and welcome to Part 3 of our detailed exploration into Solid Geometry as part of our SAT preparation series. Having understood prisms and pyramids in Part 2, we’re now primed to dive deeper and expand our understanding to include cylinders and cones, integral components of the solid geometry domain.
In this lesson, we’ll immerse ourselves in understanding the nuances of cylinders and cones. We’ll cover their definitions, and intrinsic properties and delve into the world of calculations, including volume and surface area.
A cylinder is a solid geometrical figure with straight parallel sides and a circular or oval cross-section. It is like a prism but with circular bases. The essential formulas related to cylinders are:
A cone is a three-dimensional geometric shape that tapers smoothly from a flat base to a point called the apex or vertex. Here are the key formulas associated with cones:
Through the course of this session, we’ll take a detailed look at these shapes, working on example problems to apply these formulas and providing strategies to remember them effectively. We will break down the logic behind these formulas and use visuals to aid comprehension.
By the end of this session, you will have a solid understanding of cylinders and cones and be well-prepared to solve related SAT questions confidently. We will wrap up with a set of practice problems to reinforce the concepts covered and prepare you for real-world SAT problems.
Looking forward to our next session, where we will unveil the intriguing world of spheres. Remember, like any mathematical topic, the key to mastering solid geometry lies in continual practice and concept reinforcement. Keep practicing, stay inquisitive, and see yourself ace solid geometry!
Welcome back to the fourth installment of our eight-part series on Solid Geometry, designed to prepare you for the SAT examination. Having mastered the realms of prisms, pyramids, cylinders, and cones, we now move on to explore the most symmetric of all solid geometric figures: the sphere.
In this session, we will cover the fundamental properties of spheres, and their definitions and take a deep dive into volume and surface area calculations.
A sphere is a set of points in space that are all equidistant from a fixed point called the center. It is one of the most symmetrical shapes in three-dimensional space. The crucial formulas associated with spheres are:
In this session, we will break down these formulas, explain why they work, and how to use them effectively to solve problems. Using diagrams and step-by-step problem-solving, we aim to make the concept of spheres as approachable as possible. Remember, a sphere’s symmetry can make it one of the easier solids to work with once you understand the basics.
By the end of this part, you’ll have a comprehensive understanding of spheres and be well-equipped to answer related SAT questions confidently. To fortify your understanding, we will conclude the session with a series of exercises that simulate actual SAT problems.
Stay tuned for the next session, where we will dive into the fascinating world of composite solids. Keep practicing, and remember, with every problem you solve, you are one step closer to mastering solid geometry. Your journey towards acing the SAT continues, and we are with you at every step of the way!
Welcome to the fifth part of our comprehensive eight-part series on Solid Geometry for SAT preparation. Having individually explored prisms, pyramids, cylinders, cones, and spheres, we’re now ready to tackle a slightly more complex but equally intriguing aspect of Solid Geometry – composite solids.
Composite solids, or composite figures, are shapes that comprise two or more different basic solids. These can be a combination of any of the solids we’ve learned so far. Calculations involving composite solids may seem intimidating initially, but they can be easily dissected and understood with the right approach.
In this session, we’ll familiarize ourselves with the composite solids process. There aren’t specific formulas for composite solids as they are combinations of basic solids. We’ll use our knowledge of individual solid figures to find composite figures’ volume and surface area.
Here’s the general approach:
This session will involve breaking down composite solids into simpler shapes, identifying their component parts, and using our knowledge of the individual shapes to compute the desired quantities. We’ll walk through this process with the help of several example problems, providing a step-by-step approach to handling such questions.
By the end of this session, you’ll have developed a solid strategy for handling composite solids and be well-prepared to tackle related SAT questions confidently. As always, we’ll conclude with a series of exercises to consolidate the concepts learned and give you hands-on practice.
In the next session, we’ll vent into the exciting cross-sections world. Keep practicing and stay motivated! With every new concept learned, you are getting closer to becoming a master of solid geometry. Remember, we’re with you every step of the way on your journey towards acing the SAT!
Welcome to the sixth installment of our in-depth eight-part series on Solid Geometry. So far, we have ventured into the fascinating world of prisms, pyramids, cylinders, cones, spheres, and even composite solids. Now, we’re ready to explore yet another intriguing dimension of solid geometry – cross-sections.
Cross-sections provide a different perspective on solids by allowing us to examine what the interior of solid looks like when cut in a specific manner. This concept doesn’t involve new formulas but a different approach to visualizing and understanding solid shapes.
In this session, we will delve into:
We’ll explore various types of cross-sections across different solids and learn how to identify the shape resulting from a cross-section. We’ll look at it all from horizontal and vertical slices to oblique and diagonal ones. This session will be filled with diagrams and visual aids to make the concept of cross-sections as intuitive as possible.
By the end of this session, you’ll have a robust understanding of cross-sections in solid geometry, preparing you to confidently solve related SAT questions. As always, we’ll conclude with practice problems to reinforce the concepts learned and give you a taste of real SAT problems.
In our next session, we’ll explore the fascinating world of 3D coordinates and how they are used in solid geometry. Keep practicing and stay curious. Remember, every new concept brings you one step closer to becoming a pro at solid geometry and acing the SATs. We’re here to support you throughout this journey, so let’s keep going!
Welcome back to our enlightening journey through Solid Geometry. This is the seventh part of our eight-part series aimed at preparing you for the SAT examination. Having mastered concepts ranging from basic solids to composite figures and cross-sections, we’re now ready to venture into an exciting realm that brings an added dimension to our understanding – the world of 3D coordinates.
3D coordinates are an extension of the two-dimensional coordinate system that we’re familiar with, introducing a third dimension, usually denoted by ‘z.’ This allows us to plot points in three-dimensional space, offering a more robust representation of the world around us.
In this session, we will focus on:
We’ll explore these concepts in-depth and demonstrate them with plenty of examples. With the help of visual aids, we’ll plot points in 3D space, calculate distances, and find midpoints. We’ll also discuss practical applications of these concepts to solidify your understanding.
By the end of this part, you’ll have a firm understanding of 3D coordinates and their applications, preparing you to handle related SAT questions confidently. As usual, we’ll wrap up the session with practice exercises to consolidate your learning and provide you with a real taste of SAT problems.
Looking forward to our next and final session, we’ll be delving into transformations and symmetry in solid geometry. Keep practicing and stay motivated! Every new concept learned brings you closer to your goal of mastering solid geometry and acing the SAT. As always, we’re here to assist you at every step of your journey.
Welcome to the final part of our comprehensive eight-part series on Solid Geometry for SAT preparation. We have journeyed through the realms of prisms, pyramids, cylinders, cones, spheres, composite solids, cross-sections, and 3D coordinates. In this final session, we will discover the fascinating world of transformations and symmetry in solid geometry.
Transformations refer to operations that change the position, size, or shape of a figure, while symmetry refers to the balance or correspondence in the position of parts on opposite sides of a line or plane or around a center or axis.
In this session, we’ll focus on:
By exploring transformations, we’ll discover how a figure can be moved, resized, or turned while still maintaining its original shape. On the other hand, symmetry will allow us to see the inherent balance in different figures.
This session will involve a lot of visual examples to help you grasp these concepts. We’ll also solve a variety of problems that require the application of transformations and symmetry.
By the end of this session, you’ll have a solid understanding of transformations and symmetry in solid geometry, equipping you to handle related SAT questions confidently. We’ll conclude with practice problems that give you the opportunity to apply these concepts, further reinforcing your learning.
Having completed this series on Solid Geometry, you are now well-prepared for this portion of the SAT. Remember that continual practice is the key to fully grasping and retaining these concepts. Keep honing your skills, stay confident, and you’re sure to excel in your test. We’re delighted to have been part of your journey and wish you the best of luck!
Cube A cube is a three-dimensional geometric shape that is a special kind of prism. It’s a box shape, and all its sides are square. It is also a type of cuboid. As such, it has some special properties:
Key formulas related to cubes include:
Cuboid A cuboid, also known as a rectangular prism, is another common three-dimensional geometric shape. Unlike a cube, not all faces of a cuboid are squares. A cuboid has rectangular faces and may or may not have all edges of the same length.
Key formulas related to cuboids include:
Remember, while these formulas provide a quick way to find the properties of cubes and cuboids, understanding the principles behind these shapes is crucial for solving more complex geometry problems.
Cone A cone is a three-dimensional geometric shape that tapers smoothly from a flat base (usually circular) to a point called the apex or vertex. Here are some of its properties:
Key formulas related to cones include:
Cylinder A cylinder is another common three-dimensional geometric shape. A typical cylinder has two identical circular bases and one curved side. Here are some of its properties:
Key formulas related to cylinders include:
Remember, while these formulas provide a quick way to find the properties of cones and cylinders, understanding the principles behind these shapes is crucial for solving more complex geometry problems.
Sphere A sphere is a perfectly symmetrical, three-dimensional geometric shape, and all points on the surface of a sphere are equidistant from its center. Here are some of its properties:
Key formulas related to spheres include:
Hemisphere A hemisphere is essentially half of a sphere. It is formed by cutting a sphere along a plane that passes through its center, yielding two identical halves. Here are some of its properties:
Key formulas related to hemispheres include:
Remember, these formulas provide a quick way to calculate the properties of spheres and hemispheres, but understanding the principles behind these shapes is vital for solving more complex geometry problems.
A pyramid is a three-dimensional geometric shape with a polygon as its base and triangular faces converging to a single point known as the apex. The shape of its base largely determines the shape and properties of a pyramid. Here, let’s consider three main types of pyramids: triangular, square, and pentagonal.
1. Triangular Pyramid (Tetrahedron) A triangular pyramid, also known as a tetrahedron, has a triangle for its base and three additional triangular faces.
Key features include:
Key formulas related to a tetrahedron include:
2. Square Pyramid A square pyramid has a square for its base and four additional triangular faces.
Key features include:
Key formulas related to a square pyramid include:
3. Pentagonal Pyramid A pentagonal pyramid has a pentagon for its base and five additional triangular faces.
Key features include:
Key formulas related to a pentagonal pyramid include:
It’s important to note that these formulas hold true for all pyramids — not just those with triangular, square, or pentagonal bases. The shape of the base determines the number of triangular faces, edges, and vertices the pyramid will have, but the calculations for volume and surface area remain consistent. Understanding these principles is key to being able to solve a variety of geometric problems involving pyramids.
A prism is a three-dimensional geometric figure that has identical parallel bases and rectangular faces connecting the bases. The shape of the base gives the prism its name. Let’s explore the properties and formulas for triangular, rectangular, and pentagonal prisms.
1. Triangular Prism A triangular prism has two triangular bases and three rectangular faces.
Key features include:
Key formulas related to a triangular prism include:
2. Rectangular Prism (Cuboid) A rectangular prism, also known as a cuboid, has two rectangular bases and four rectangular faces.
Key features include:
Key formulas related to a rectangular prism include:
3. Pentagonal Prism A pentagonal prism has two pentagonal bases and five rectangular faces.
Key features include:
Key formulas related to a pentagonal prism include:
It’s important to note that these formulas hold true for all prisms, regardless of the shape of the base. The shape of the base will determine the number of faces, edges, and vertices the prism will have, but the calculations for volume and surface area remain consistent. Understanding these principles is key to being able to solve a variety of geometric problems involving prisms.
Hello from MKSprep, the trusted SAT preparation center in Putalisadak, Kathmandu, Nepal. We are now ready to take a circular journey in our SAT math series! This first part of our in-depth exploration into Circles will set the foundation for understanding this key geometric shape.
In mathematics, a circle is a shape consisting of all points in a plane at a given distance from a certain point, known as the circle’s center. The radius is the distance between any point on the circle and its center.
Here are some fundamental concepts related to circles:
Understanding these basic concepts is crucial for solving circle-related problems in the SAT math section.
Stay tuned for the next part, where we delve into the world of arcs and sectors. At MKSprep, we are committed to making your SAT preparation as smooth as possible!
Welcome back to the SAT preparation series by MKSprep, your trusted SAT preparation center located in Putalisadak, Kathmandu, Nepal. In this second part on Circles, we dive deeper into two integral components – Arcs and Sectors.
An arc in a circle is a portion of the circumference. The length of an arc is proportional to the degree measure of its central angle. In other words, if you have a 60° angle at the center of the circle, the length of the arc will be 1/6 of the total circumference. This relationship is expressed as Arc length = (θ/360°) × 2πr, where θ is the degree measure of the central angle.
A sector of a circle is the region enclosed by two radii and their intercepted arc. It resembles a slice of pie. Similar to arcs, the area of a sector is proportional to the degree measure of its central angle. Therefore, if a circle is divided into a sector by a 60° angle, the area of the sector will be 1/6 of the total area of the circle. This relationship is expressed as Sector area = (θ/360°) × πr², where θ is the degree measure of the central angle.
Understanding these concepts will help you efficiently tackle SAT math questions related to arcs and sectors.
Stay tuned for our next lesson, where we will explore the properties of chords in circles. At MKSprep, we are committed to equipping you with the knowledge and skills needed for SAT success!
Greetings once more from MKSprep, your preferred SAT preparation center located in Putalisadak, Kathmandu, Nepal. Continuing with our deep dive into Circles, in this third part, we will discuss an essential concept: Chords.
In the context of a circle, a chord is a straight-line segment that connects two points on the circle’s circumference. The longest possible chord of a circle runs through the circle’s center and is known as the diameter.
Here are some key properties of chords:
Comprehending these properties is crucial for solving SAT math questions that involve chords in circles.
In our next installment, we will examine the concept of tangents to a circle. At MKSprep, we are dedicated to ensuring your SAT preparation is thorough and fruitful!
Welcome back to our SAT preparation series provided by MKSprep, your leading SAT preparation center in Putalisadak, Kathmandu, Nepal. In this fourth part of our deep dive into Circles, we’re going to explore the fascinating world of tangents.
A tangent to a circle is a straight line that touches the circle at exactly one point, known as the point of tangency. An important property to remember is that a radius drawn to the point of tangency is always perpendicular to the tangent line.
Here are some significant properties of tangents to remember:
Understanding these properties will significantly assist you in successfully navigating SAT math questions involving tangents to circles.
Join us for the next lesson, where we’ll delve into the intriguing topic of inscribed angles in circles. At MKSprep, we’re committed to providing you with the most effective SAT preparation possible!
Hello again from MKSprep, your SAT preparation center situated in the heart of Putalisadak, Kathmandu, Nepal. As we continue our exploration of Circles, this fifth part introduces a key concept: Inscribed Angles.
An inscribed angle is formed by two chords in a circle with a common endpoint. This common endpoint forms the vertex of the inscribed angle. The other two endpoints define what is known as an intercepted arc on the circle’s circumference.
Here are the essential properties of inscribed angles:
Grasping these properties will greatly assist you in solving SAT math problems involving inscribed angles in circles.
Stay tuned for our next section, where we will dive into the topic of sector and arc length in circles. At MKSprep, we are here to ensure that your SAT preparation journey is comprehensive and rewarding!
Welcome once again to our SAT preparation series offered by MKSprep, your trustworthy SAT preparation center in Putalisadak, Kathmandu, Nepal. We’re discussing sectors and arc lengths in this sixth part of our circle exploration.
A sector of a circle is a section of the circle enclosed by two radii and their intercepted arc. The length of an arc is simply the distance along the path of the circle from one point to another.
Here’s how you calculate these two key components:
Understanding these principles will be incredibly beneficial in tackling SAT math questions concerning sectors and arc lengths in circles.
Join us in the next segment, where we’ll investigate the compelling topic of chords in circles. MKSprep is dedicated to providing you with the highest standard of SAT preparation!
Welcome back to MKSprep, your dedicated SAT preparation center in Putalisadak, Kathmandu, Nepal. In this seventh part of our circle series, we are focusing on the concept of chords.
A chord is a straight-line segment that connects two points on the circumference of a circle. The longest possible chord in a circle is its diameter.
Let’s explore some of the important properties of chords:
Knowing these chord properties can greatly assist you in answering SAT math questions related to chords in circles.
Join us in our final installment of this series, where we’ll be dealing with tangents and their properties. MKSprep is committed to making your SAT preparation journey as comprehensive as possible!
Congratulations on reaching the final part of our SAT preparation series on circles offered by MKSprep, your reliable SAT preparation center in Putalisadak, Kathmandu, Nepal. In this concluding segment, we’re studying the concept of tangents to circles.
A tangent is a line that touches a circle at exactly one point, known as the point of tangency. No matter where the tangent line touches the circle, it is always perpendicular to the radius drawn to the point of tangency.
Below are some significant properties of tangents:
Understanding these properties will be immensely helpful in answering SAT math questions related to tangents to circles.
With the conclusion of this part, we’ve covered all the fundamental elements of circles that you’ll encounter in the SAT. Thank you for choosing MKSprep as your companion in your SAT preparation journey!