Gre 46 Hours Math Prep | Target Gre 330+ (updated 10/2022)

GRE Type 531+ Solved Questions. GRE Prep Course Basics to Advanced Level. GRE Question Classification,Tricks &Techniques

What you'll learn
531+ Solved Questions with In Depth coverage of GRE Inequalities, Absolute value, Percentages, Averages & Alligation,Data,Speed & Time, Work & Rate, Numbers, Permutation & combination, Probability and Geometry.
Methods that will help you score 330+ in GRE
Quizzes to test your learning
Kickstart your GRE engine such that you build on knowledge rather than having a feeling of going nowhere.
Easily solve even difficult GRE questions from Inequalities, Absolute value,Percentages, Averages & Alligations,Speed & Time, Work & Rate, Numbers, Permutation & Combination, Probability and Geometry in GRE
Learn Maths for GRE in a new fun way. After this course you will be able to approach questions with a new angle of thinking
Anyone after attentively going through this course will start to love Math for GRE. You will surprise yourself with the way in which you will start to approach GRE questions.
Requirements
Basic Addition, Subtraction, Multiplication and Division
No other Requirements
Description
Our Students Speak:⭐️⭐️⭐️⭐️⭐️Excellent advice and clear teaching. This is class is a winner if you are committed to getting a high score on the GRE.-Christopher Slater⭐️⭐️⭐️⭐️⭐️This course even tells about the BASICS which other courses assume students to know. I'm loving this course! Extremely detailed and lengthy, but totally worth it for a strong mathematical foundation!- Gauri Verma⭐️⭐️⭐️⭐️⭐️This is the best course if you're preparing for GRE. Each section is so well, very easily explained, designed even if you are a new to this you will be able to make it through. Also the doubt clearing chat support you get is best, you won't get anywhere like this. I will recommend this course to everyone who wish to score above 330. Thank You! - Viraj K⭐️⭐️⭐️⭐️⭐️This course prepares you for the quants section of GRE taking you to the journey of math starting from the scratch, including all the basics you need for exam and also applies to your real life scenarios. More than helpful for other competitive exams as well. All doubts are answered well. I found no other course better than this This course serves true value for money.-Mohammad Mouzam Ibrahim⭐️⭐️⭐️⭐️⭐️Very nice teaching style. Increasing my confidence level.-Rohan bhatia⭐️⭐️⭐️⭐️⭐️Everything is explained very simply. The material is very easy to understand.-Carissa Wilkerson⭐️⭐️⭐️⭐️⭐️This is a no-nonsense and practical approach to the Math Section of the GRE. I haven't done math in 30 years so I'm really back to basics.-Sonya Shaykhoun⭐️⭐️⭐️⭐️⭐️An amazing course to take, not only does the instructor describe how to solve problems but also teaches the concept in depth which in turn builds up the confidence to solve any type of problem given. Thank you!!-Khoushik Reddy⭐️⭐️⭐️⭐️⭐️Awesome content, covering many topics. The tutor goes an extra mile to reply quickly to your doubts and queries.-Ankita SMany more! Check reviews below.ABOUT THE COURSE:“Even the most motivated and intelligent student will advance more quickly under the tutelage of someone who knows the best order in which to learn things, who understands and can demonstrate the proper way to perform various skills, who can provide useful feedback, and who can devise practice activities designed to overcome particular weaknesses.”― Anders Ericsson, Peak: Secrets from the New Science of ExpertiseTARGET SCORE 330+ GRE   Do you have trouble getting answers to problems which you already practised ? Do you get a feeling that GRE Math seems unending ? Are you able to retain and apply your learnings in mock tests ? Do you feel confident about what all you have learnt ? You have come to the right place where you will be able to bring structure to your Math Prep. With this course, everyday you study for the GRE will bring you progress and you will be adding to the reservoir of knowledge to apply on GRE DAY! Instead of spending hours and hours on just problem solving, FIRST focus on building rock solid fundamentals. Once you finish this course you will know all the types of questions and have interlinkages between various topics and question types in your mind. Then you will be all set to spend just sufficient time for practise. The difference will be that every question you continue to practise after this course will stick in your mind because it will just add to the reservoir of knowledge you have already built.Get ready to achieve your DREAM Score by approaching GRE prep in a structured manner.The Topics are arranged to easily form a mental structure comprising of Topics and Question types for the GRE.BASICS for GREIn this section we cover the basics including what prime numbers are, HCF & LCM, Different types of fractions, Decimal Numbers, Classification of Numbers, BODMAS rule and Exponents.Algebra Basics for GREThis section is an introduction to word problems. It covers linear equations in both one variable and multiple variable scenarios. Word problems are covered throughout the course in respective sections. This section build fundamentals so that you can easily grasp new concepts in the other sections wrt word problems. Algebraic identities are also covered here. 9+ Solved Questions.  Quantitative Comparison QuestionsIn this section we discuss various techniques to solve QC questions effectively. We also discuss 30 Solved QC Questions using the concepts covered in the Basics and Algebra basics sections.Percentages + Average & Alligation for GREThese 2 sections cover various topics that will take you from the basics to an advanced level. Multiple problem types and solution techniques. 27+ Practise Questions solved in detail.QUIZ Testing Percentages + Average & Alligation (20 Questions) followed by Video SolutionsData - In this section we try to understand the different types of charts followed by practicing 8 sets of Problems.Simple Interest and Compound InterestSpeed, Distance and Time + Work for GREThese 2 sections cover various topics that will take you from the basics to an advanced level. Multiple problem types and solution techniques. 52+ Practise Questions solved in detail.QUIZ Testing Speed, Distance and Time + Work (20 Questions) followed by Video SolutionsNumbers for GRENumbers is divided into 17 Sections covering various topics that will take you from the basics to an advanced level. Multiple problem types and solution techniques. 44+ Practise Questions solved in detail.QUIZ Testing Numbers (22 Questions) followed by Video SolutionsPermutation and Combination for GREThis is divided into 7 Sections. Starting with the difference between Permutation and Combination, takes you to an advanced level. 36+ Practise Questions solved in detail. QUIZ Testing Permutation and Combination (20 Questions) followed by Video SolutionsProbability for GRE9 Sections. Get to know the various types of Questions and Concepts with Explanation sessions followed with 18+ Solved practise Questions.QUIZ Testing Probability (20 Questions) followed by Video SolutionsGeometry for GRE9 sections. Indepth coverage of concepts with lot of interlinkages. Covers Trignometry and Coordinate Geometry also. 163+ Solved Questions. QUIZ Testing Geometry (20 Questions) followed by Video SolutionsAlgebra:Equations for GREIndepth coverage of Quadratic Equations, Graphing Quadratic functions, Understanding the Roots / Sum / Product of roots etc of quadratic and higher order equations. 20+ Solved Questions. Inequalities and Absolute Valuesfor GREIndepth coverage of Inequalities and Absolute value Concepts to help you avoid common traps and also help you arrive at the correct answer in the most efficient manner.  YOU'LL ALSO GET:Good support in the Q&A section to help you in your GRE PrepEnroll today!Let's make your GRE dreams come true- Jackson

Overview

Section 1: Welcome! All about GRE and Course Methodology

Lecture 1 GRE 2021 Strategy + Math Deep Dive

Lecture 2 What is Structured Preparation ?

Section 2: BASICS

Lecture 3 Defenition - Prime and Composite Numbers

Lecture 4 Prime factorisation

Lecture 5 Introction to Variables

Lecture 6 Check whether a given number is prime

Lecture 7 Practise problem

Lecture 8 HCF or GCD

Lecture 9 LCM

Lecture 10 Practise problems 1

Lecture 11 Practise Problems 2 from Exemplar

Lecture 12 Practise Problems 3 from Exemplar

Lecture 13 HCF and LCM of fractions

Lecture 14 Proper,Improper,Mixed,Equivalent Fractions

Lecture 15 Addition and Subtraction of Fractions

Lecture 16 Comparing Fractions

Lecture 17 Multiplying and Dividing Fractions

Lecture 18 Expanded form of a Decimal

Lecture 19 Addition and Subtraction of Decimals

Lecture 20 Multiplication of Decimals

Lecture 21 Division of Decimals

Lecture 22 Natural, Whole,Integers,Rational,Irrational Numbers

Lecture 23 Decimal Expansion of Rational and Irrational Numbers

Lecture 24 Convert a terminating decimal expression to p/q form

Lecture 25 Non Terminating recurring decimal to p/q form

Lecture 26 Shortcut for converting to p/q form

Lecture 27 Practise Problems

Lecture 28 BODMAS Rule - Order of Operation

Lecture 29 Different Types of Brackets, Opening Brackets

Lecture 30 Laws of Exponents 1

Lecture 31 Laws of Exponents 2

Lecture 32 Laws of Exponents 3- Rational powers

Lecture 33 Practice problems - Rational powers

Lecture 34 Even and Odd Numbers

Section 3: Algebra Basics: Linear Equations

Lecture 35 Equation Basics

Lecture 36 Handling Fractions in equations

Lecture 37 Distributivity + Practise Problems 1,2,3

Lecture 38 Multiple Variables

Lecture 39 Practise Problem 1,2,3

Lecture 40 System of Equations - No Solution, Unique Solution, Infinite Solutions

Lecture 41 Algebraic Identities

Section 4: Quantitative Comparison Questions

Lecture 42 QC Strategy

Lecture 43 QC based on Basics

Lecture 44 QC based on Algebra basics

Section 5: Percentages

Lecture 45 Introduction to Percentages

Lecture 46 Percentage Change

Lecture 47 Practise Problem

Lecture 48 Increase / Decrease by a Percentage

Lecture 49 Practise Problem

Lecture 50 Constant Product Type Problems

Lecture 51 Fraction to % Table

Lecture 52 Practise Problem 1

Lecture 53 Practise Problem 2

Lecture 54 Income Comparison Type Problem

Lecture 55 Practise Problem 1

Lecture 56 Practise Problem 2

Section 6: Averages and Alligation

Lecture 57 Averages Introduction

Lecture 58 2 Most Important Types of Problems

Lecture 59 Practise Problem 1

Lecture 60 Practise Problem 2

Lecture 61 Practise Problem 3

Lecture 62 Practise Problem 4

Lecture 63 Practise Problem 5

Lecture 64 Practise Problem 6

Lecture 65 Practise Problem 7

Lecture 66 Average Age

Lecture 67 Practise Problem 1

Lecture 68 Practise Problem 2

Lecture 69 Average Speed

Lecture 70 Practise Problem

Lecture 71 Average of first N numbers

Lecture 72 Weighted Average

Lecture 73 Practise Problem

Lecture 74 Mixtures and Alligation

Lecture 75 Practise Problem 1,2,3

Lecture 76 Practise Problem 4

Lecture 77 Practise Problem 5

Lecture 78 Practise Problem 6,7

Lecture 79 Special Type of Problem

Lecture 80 Practise Problem 1,2

Lecture 81 Median and Mode

Section 7: QUIZ

Lecture 82 Video Solution

Section 8: Data

Lecture 83 Types of Charts

Lecture 84 Practice Charts-Sets 1 to 8

Section 9: Simple Interest & Compound Interest

Lecture 85 Basics

Lecture 86 SI and CI Logic Illustration

Lecture 87 SI Formula

Lecture 88 Practice Problem 1

Lecture 89 Practice Problem 2

Lecture 90 Practice Problem 3

Lecture 91 CI Formula

Lecture 92 Practice Problem 1

Lecture 93 Practice Problem 2

Lecture 94 Practice Problem 3

Lecture 95 Difference : SI and CI 1

Lecture 96 Difference : SI and CI 2

Lecture 97 Difference : SI and CI 3

Lecture 98 Practice Problem

Lecture 99 Depreciation

Lecture 100 Practice Problem

Lecture 101 Population Practice problem

Lecture 102 Population practice problem 2

Lecture 103 SAGR

Lecture 104 CAGR

Lecture 105 Practice Problem

Section 10: Speed Distance Time

Lecture 106 Basics, Directly / Indirectly Proportional

Lecture 107 Practise Problem

Lecture 108 Units and conversion

Lecture 109 Average Speed

Lecture 110 Practise Problems 1,2,3

Lecture 111 Practise Problems - Proportionality - 1,2,3,4

Lecture 112 Meeting based Questions

Lecture 113 Practise Problem - Same Starting Time

Lecture 114 Practise Problem - Not Same Starting Time

Lecture 115 Practice Problem 1,2,3

Lecture 116 Practise Problem 4,5,6

Lecture 117 Practise Problem 7

Lecture 118 Practise Problem 8

Lecture 119 Practise Problem 9

Lecture 120 Relative Speed

Lecture 121 Practise Problem

Lecture 122 Practise Problem - Boat

Lecture 123 Relative Speed - Problem Types

Lecture 124 Practise Problem

Lecture 125 Race - Circular Track

Lecture 126 Practise Problem 1,2,3,4

Lecture 127 Escalator Practise Problem 1,2,3,4

Lecture 128 Time Zone Practise Problem

Section 11: Work and Rate

Lecture 129 Basics - Work, Rate, Pipe, Cisterns

Lecture 130 Practise Problem 1,2,3

Lecture 131 Negative Work

Lecture 132 Practise Problem 1,2,3,4,5,6

Lecture 133 Practise Problem 7,8,9

Lecture 134 Special Case + Practise Problem

Lecture 135 Work as man Days

Lecture 136 Practise Problem 1,2,3

Lecture 137 Work as Volume + Practise Problem

Lecture 138 Efficiency

Lecture 139 Practise Problem 1,2,3

Lecture 140 More than 1 Group + Practise Problem

Section 12: QUIZ

Lecture 141 Video Solution to Quiz

Section 13: Numbers: Find unit Digit / Power Cycle

Lecture 142 Unit digit depends only on Unit digits

Lecture 143 Power Cylce

Lecture 144 Practise problem 1

Lecture 145 Practise problem 2

Lecture 146 Practise problem 3

Lecture 147 Practise Problem 4

Section 14: Numbers: Divisibility Rules

Lecture 148 Divisibility rules - 2 ,4, 8

Lecture 149 The Why - Divisibility rules 2,4,8

Lecture 150 Practise Problem

Lecture 151 Divisibility rules - 3,9

Lecture 152 The Why -Divisibility rules 3,9

Lecture 153 Practise Problem

Lecture 154 Divisibility rules - 5,10

Lecture 155 The Why - Divisibility rules 5,10

Lecture 156 Divisibility rules - Composite Numbers

Lecture 157 Practise problem 1

Lecture 158 Practise problem 2

Lecture 159 Practise problem 3

Lecture 160 Divisibility rules - 11

Lecture 161 The Why - Divisibility rule 11

Lecture 162 Practise problem 1

Lecture 163 Practise problem 2

Lecture 164 Divisibility rules - 7,13,37

Lecture 165 Practise problems 1

Lecture 166 Practise problem 2

Lecture 167 Divisibility rules - 25

Lecture 168 Practise problems

Lecture 169 Divisibility rules to find Remainder

Section 15: Numbers: Basic Remainder Theorem and Fermat Theorem

Lecture 170 Basic Remainder Theorem

Lecture 171 Practise Problem

Lecture 172 Practise Problem

Lecture 173 Fermat Theorem

Lecture 174 Practise Problem 1

Lecture 175 Practise Problem 2

Lecture 176 Practise Problem 3

Section 16: Numbers: How to quickly find Square of a Number

Lecture 177 Square of Numbers upto 99

Lecture 178 Square of any Number

Section 17: Numbers: Find Last 2 digits

Lecture 179 Introduction to method

Lecture 180 Odd , ends in 1

Lecture 181 Odd, ends in 3,7,9

Lecture 182 Practise Problem

Lecture 183 Odd, ends in 5

Lecture 184 Even 1

Lecture 185 Practise problem 1

Lecture 186 Practise Problem 2

Lecture 187 Remainder when you divide with 100/50/25/20

Section 18: Numbers: Constant R for Arithmetic Progression

Lecture 188 Arithmetic Progression Basics

Lecture 189 Constant R for Arithmetic Progression

Lecture 190 Practise Problem 1

Lecture 191 Practise Problem 2

Section 19: Numbers: Successive Division

Lecture 192 Successive Division

Lecture 193 Practise Problem

Section 20: Numbers: Chinese Remainder Theorem

Lecture 194 Chinese Remainder Theorem

Lecture 195 Practise Problem 1

Section 21: Numbers: Division Questions

Lecture 196 Division Q 1

Lecture 197 Division Q Type 2 and Type 3

Lecture 198 Practise Problem

Section 22: Numbers: Digit Sum based Questions

Lecture 199 Digit Sum is same as R when divided by 9

Lecture 200 Practise Problem

Section 23: Numbers: Factorial, Number of Zeroes etc.

Lecture 201 Factorial Basics

Lecture 202 Highest Power of a Prime number in a factorial

Lecture 203 Highest Power of a Composite number in a factorial

Lecture 204 Practise Problem

Lecture 205 Reverse: Natural numbers such that factorial ends with given number of zeroes

Lecture 206 Practise Problem 1

Lecture 207 Practise Problem 2

Section 24: Numbers: Sum of first n numbers

Lecture 208 How to find 1+2+3…+n

Lecture 209 Practise Problem

Lecture 210 Practise Problem 2

Lecture 211 Sigma N squared, Sigma N cubed

Lecture 212 Practise Problem - Squares in a Square board

Lecture 213 Practise Problem - Rectangles in a Square board

Section 25: Numbers: Number of factors

Lecture 214 Number of factors

Lecture 215 Numbers with exactly 3 factors

Lecture 216 Odd Number of factors

Lecture 217 Practise Questions - Lights problem

Lecture 218 Practise Problem -Number of factors

Lecture 219 Practise Problem 2 - Number of factors

Section 26: Numbers: Write a number as Sum of consecutive numbers

Lecture 220 Sum of consecutive Natural Numbers

Lecture 221 Can not be written as sum of consecutive natural numbers

Lecture 222 Practise Problem

Section 27: Numbers: N = x^2 - y^2

Lecture 223 Write a Number N as x^2 - y^2

Lecture 224 Practise Problem

Lecture 225 Numbers that can NOT be written as x^2 - y^2

Lecture 226 Practise Problem

Lecture 227 Practise problem 2

Section 28: Numbers: Square Root

Lecture 228 Square Root by Prime Factorisation

Lecture 229 Division Method to find Square Root

Lecture 230 Practise Problem

Lecture 231 Practise Problem 2

Lecture 232 Practise Problem 3

Lecture 233 Estimate Square root

Section 29: QUIZ

Lecture 234 Video Solution of Quiz

Section 30: Permutation and Combination(P&C): BASICS

Lecture 235 What is Permutation and Combination

Lecture 236 Factorial

Lecture 237 Permutation Illustration

Lecture 238 Combination Illustration

Lecture 239 Compare P and C

Lecture 240 P and C Calculation Practise

Lecture 241 Practise Problem 1

Lecture 242 Practise Problem 2

Lecture 243 Practise Problem 3

Lecture 244 Practise Problem 4

Lecture 245 Practise Problem 5

Lecture 246 Practise Problem 6

Section 31: P&C: Relationship between P and C

Lecture 247 Arrange n things in n places

Lecture 248 Relationship between P and C

Section 32: P&C: Fundamental Principle of counting

Lecture 249 Fundamental Principle of counting AND , OR Rule

Lecture 250 Practise Problem 1

Lecture 251 Practise Problem 2

Lecture 252 Practise Problem 3

Lecture 253 Practise Problem 4

Section 33: P&C: Permutation in Depth

Lecture 254 Linear Arrangement with some Identical objects & Different items into Different

Lecture 255 Practise Problem

Lecture 256 Practise Problem 2

Lecture 257 Practise Problem 3

Lecture 258 Circular Permutation

Lecture 259 Practise Problem 1

Lecture 260 Practise Problem 2

Lecture 261 Permutation with some Restrictions or conditions

Lecture 262 Practise Problem 1

Lecture 263 Practise Problem 2

Lecture 264 Practise Problem 3

Lecture 265 Practise Problem 4

Lecture 266 Practise Problem 5

Lecture 267 Practise Problem 6

Section 34: P&C: Combination in Depth

Lecture 268 Selection form Identical Items

Lecture 269 Practise Problem 1

Lecture 270 Practise Problem 2

Lecture 271 Practise Problem 3

Lecture 272 Selection from Different things

Lecture 273 Practise Problem

Section 35: P&C: Grouping

Lecture 274 Grouping

Lecture 275 Practise Problem

Lecture 276 Grouping Other Similar Questions

Lecture 277 Grouping Lower Limit

Lecture 278 Practise Problem 1

Lecture 279 Practise Problem 2

Lecture 280 Grouping Upper Limit

Lecture 281 Grouping Upper Limit Special case

Lecture 282 Practise Problem 1

Lecture 283 Practise Problem 2

Lecture 284 Grouping less than or equal to

Lecture 285 Mode based Question

Lecture 286 Grid Question

Lecture 287 Practise Problem

Lecture 288 Group Items into 2 groups

Lecture 289 Grouping into 3 equal groups

Lecture 290 Practise Problem 1

Lecture 291 Practise Problem 2

Section 36: P&C: Dearrangment

Lecture 292 Dearrangment

Section 37: QUIZ

Lecture 293 Video solution for P&C Quiz

Section 38: Probability: BASICS

Lecture 294 Probability Basics

Lecture 295 Practise Problem

Lecture 296 AND and OR

Lecture 297 Practise Problem 1

Lecture 298 Practise Problem 2

Lecture 299 Practise Problem 3

Section 39: Probability: Complement of an Event

Lecture 300 Complement of an Event

Lecture 301 Practise Problem 1

Section 40: Probability: Exhaustive Events

Lecture 302 Exhaustive Events

Lecture 303 Practise Problem

Section 41: Probability: Mutually Exclusive Events

Lecture 304 Mutually Exclusive Events

Lecture 305 Practise Problem 1

Lecture 306 Practise Problem 2

Section 42: Probability: Independent Events

Lecture 307 Independent Events

Lecture 308 Practise Problem

Section 43: Probability: Conditional Probability

Lecture 309 Conditional Probability

Lecture 310 Practise Problem 1

Lecture 311 Practise Problem 2

Section 44: Probability: R successes in N Trials

Lecture 312 Probability of R successes in N Trials

Lecture 313 Practise Problem 1

Lecture 314 Practise Problem 2

Section 45: Probability: Odds in favour / Odds against

Lecture 315 Odds in favour / Odds against

Lecture 316 Practise Problem

Section 46: Probability: Practise Probability Questions

Lecture 317 Practise Problem 1

Lecture 318 Practise Problem 2

Lecture 319 Practise Problem 3

Lecture 320 Practise Problem 4

Section 47: QUIZ

Lecture 321 Video Solution to Quiz on Probability

Section 48: Geometry: BASICS - Points, Lines, Planes, Angles, Polygons

Lecture 322 Points, Line Segment, Line

Lecture 323 Basics Practise Problem

Lecture 324 Intersecting and Parallel Lines

Lecture 325 Basics Practise Problem

Lecture 326 Plane

Lecture 327 Ray

Lecture 328 Polygons

Lecture 329 Polygon - Terms

Lecture 330 Practise Problem

Lecture 331 Angles

Lecture 332 Measuring Angles

Lecture 333 Related angles

Lecture 334 Practise Problem 1

Lecture 335 Practise Problem 2

Lecture 336 Practise Problem 3

Lecture 337 Practise Problem 4

Lecture 338 What is a Transversal

Lecture 339 Practise Problem

Lecture 340 Angles made by a Transversal

Lecture 341 Transversal to Parallel lines

Lecture 342 Checking if 2 lines are parallel

Lecture 343 Practise Problem 1

Lecture 344 Practise Problem 2

Lecture 345 Practise Problem 3

Lecture 346 Practise Problem 4

Section 49: Triangles

Lecture 347 Introduction to Triangles

Lecture 348 Classification of Triangles on basis of Sides and Angles

Lecture 349 Practise Problem

Lecture 350 Triangles: Exterior Angle Property

Lecture 351 Practise Problem

Lecture 352 Triangles: Angle Sum Property

Lecture 353 Practise Problem 1

Lecture 354 Practise Problem 2

Lecture 355 Practise Problem 3

Lecture 356 Practise Problem 4

Lecture 357 Practise Problem 5

Lecture 358 Congruent Triangles

Lecture 359 Practise Problem

Lecture 360 SSS Criteria of Congruence

Lecture 361 Practise Problem

Lecture 362 SAS Criteria of Congruency

Lecture 363 ASA / AAS Criteria of Congruency

Lecture 364 RHS Criteria of Congruency

Lecture 365 Practise Problem 1

Lecture 366 Practise Problem 2

Lecture 367 Practise Problem 3

Lecture 368 Common Mistake

Lecture 369 Practise Problem

Lecture 370 Pythagoras Theorem

Lecture 371 Pythagorean Triplets

Lecture 372 Practise Problem 1

Lecture 373 Practise Problem 2

Lecture 374 Practise Problem 3

Lecture 375 Practise Problem 4

Lecture 376 Interesting Observation wrt Pythagoras Theorem

Lecture 377 Area of Triangle 1

Lecture 378 Practise Problem

Lecture 379 Area of Triangles b/w parallel lines

Lecture 380 Practise Problem

Lecture 381 What are Similar Triangles

Lecture 382 Tests for Similarity

Lecture 383 Practise Problem

Lecture 384 Area and Similarity

Lecture 385 Practise Problem

Lecture 386 Altitudes

Lecture 387 Practise Problem 1

Lecture 388 Practise Problem 2

Lecture 389 Orthocenter

Lecture 390 Perpendicular Bisector

Lecture 391 Angle Bisector

Lecture 392 Medians of Triangle

Lecture 393 Medians of Right Angled Triangle

Lecture 394 Practise Problem 1

Lecture 395 Practise Problem 2

Lecture 396 Practise Problem 3

Lecture 397 Isoceles Triangle

Lecture 398 Practise Problem

Lecture 399 Equilateral Triangle

Lecture 400 Equilateral Triangle: Median, Altitude, Perp Bisector, Angle Bisector coincide

Lecture 401 Practise Problem

Lecture 402 Practise Problem 2

Lecture 403 Euler Line: Non Equilateral Triangle

Lecture 404 Let's Revise

Lecture 405 Area of a Triangle 2

Lecture 406 Practise Problem 1

Lecture 407 Practise Problem 2

Lecture 408 Shortcut Practise Question 3

Lecture 409 Practise Problem 4

Lecture 410 Sides of a Triangles

Lecture 411 Practise Problem 1

Lecture 412 Practise Problem 2

Lecture 413 Practise Problem 3

Lecture 414 Practise Problem 4

Lecture 415 Interior Bisector Thm

Lecture 416 Practise Problem

Lecture 417 External Angle Bisector Thm

Lecture 418 Practise Problem

Lecture 419 Some more theorems

Section 50: Polygons / Quadrilaterals

Lecture 420 Polygon Quadrilateral Basics

Lecture 421 Angle Sum Property

Lecture 422 Practise Problem 1

Lecture 423 Sum of Exterior Angles

Lecture 424 Practise Problem 1

Lecture 425 Practise Problem 2

Lecture 426 Practise Problem 3

Lecture 427 Practise Problem 4

Lecture 428 General Quadrilateral Area

Lecture 429 Practise Problem

Lecture 430 Practise Problem 2

Lecture 431 Parallelogram Properties

Lecture 432 Parallelogram Logical Proof

Lecture 433 Practise Problem 1

Lecture 434 Practise Problem 2

Lecture 435 Practise Problem 3

Lecture 436 Practise Problem 4

Lecture 437 Area of a Parallelogram

Lecture 438 Practise Problem 1

Lecture 439 Practise Problem 2

Lecture 440 Practise Problem 3

Lecture 441 Rectangle 1

Lecture 442 Rectangle 2

Lecture 443 Practise Problem 1

Lecture 444 Practise Problem 2

Lecture 445 Practise Problem 3

Lecture 446 Constant Area, Max Perimeter

Lecture 447 Practise Problem 1

Lecture 448 Practise Problem 2

Lecture 449 Rectangle Interesting Property

Lecture 450 Square

Lecture 451 Practise Problem 1

Lecture 452 Practise Problem 2

Lecture 453 Practise Problem 3 Tough

Lecture 454 Trapezium

Lecture 455 Practise Problem 1

Lecture 456 Practise Problem 2

Lecture 457 Practise Problem 3

Lecture 458 Practise Problem 4

Lecture 459 Trapezium Area

Lecture 460 Practise Problem 1

Lecture 461 Practise Problem 2

Lecture 462 Kite

Lecture 463 Practise Problem 1

Lecture 464 Practise Problem 2

Lecture 465 Practise Problem 3

Lecture 466 Practise Problem 4

Lecture 467 Practise Problem 5 Tough

Lecture 468 Practise Problem 6 Tough

Lecture 469 Practise Problem 7

Lecture 470 Rhombus

Lecture 471 Practise Problem 1

Lecture 472 Practise Problem 2

Lecture 473 Practise Problem 3

Lecture 474 Practise Problem 4

Lecture 475 Rhombus Area

Lecture 476 Area of Any Polygon

Lecture 477 Practise Problem 1

Lecture 478 Practise Problem 2

Lecture 479 Practise Problem 3

Section 51: Graphical Division

Lecture 480 Graphical Division

Lecture 481 Regular Hexagon

Lecture 482 Practise Problem 1

Lecture 483 Practise Problem 2

Lecture 484 Trapezium

Lecture 485 Practise Problem

Lecture 486 Equilateral triangle, Square

Lecture 487 Practise Problem 1

Lecture 488 Practise Problem 2

Lecture 489 Practise Problem 3

Lecture 490 Practise Problem 4

Section 52: Shape in a Shape

Lecture 491 Square Circle Inscribe repeatedly

Lecture 492 Practise Problem

Lecture 493 Square Circle Hexagon Triangle

Lecture 494 Practise Problem

Lecture 495 Cirlce and Square 2

Lecture 496 Practise Problem Shape in Shape

Lecture 497 Practise Problem 2

Lecture 498 Practise Problem 3

Lecture 499 Practise Problem 4

Lecture 500 Practise Problem 5

Section 53: Circles

Lecture 501 Basics and Important Terms of Circle

Lecture 502 Circumference and Area Circle

Lecture 503 Practise Problem 1

Lecture 504 Practise Problem 2

Lecture 505 Circles Property 1

Lecture 506 Circles Property 2

Lecture 507 Practise Problem 1

Lecture 508 Practise Problem 2

Lecture 509 Practise Problem 3

Lecture 510 Circle Property 3

Lecture 511 Circle Property 4

Lecture 512 Circle Property 5

Lecture 513 Practise Problem 1

Lecture 514 Practise Problem 2

Lecture 515 Practise Problem 3

Lecture 516 Equate Areas Practise Problem 4

Lecture 517 Cyclic Quadrilateral

Lecture 518 Practise Problem 1

Lecture 519 Practise Problem 2

Lecture 520 Practise Problem 3

Lecture 521 Secant Tangent Theorem

Lecture 522 Practise Problem 1

Lecture 523 Practise Problem 2

Lecture 524 Practise Problem 3

Lecture 525 Intersecting secants

Lecture 526 Practise Problem

Section 54: Trignometry

Lecture 527 Trignometry Introduction

Lecture 528 Sin Cos Tan

Lecture 529 Practise Problem 1

Lecture 530 Practise Problem 2

Lecture 531 Practise Problem 3

Lecture 532 Practise Problem 4

Lecture 533 Practise Problem 5

Section 55: Coordinate Geometry

Lecture 534 Coordinate Geometry Intro

Lecture 535 Practise Problem 1

Lecture 536 Distance between 2 points

Lecture 537 Staright line 1

Lecture 538 Straight line 2

Lecture 539 Straight line 3

Lecture 540 Practise Problem 1

Lecture 541 Practise Problem 2

Lecture 542 Practise Problem 3

Lecture 543 Intersecting lines 1

Lecture 544 Practise Problem 1

Lecture 545 Practise Problem 2

Lecture 546 Angle Between lines

Lecture 547 Perpendicular lines

Lecture 548 Practise Problem 1

Lecture 549 Practise Problem 2

Lecture 550 Internal Division

Lecture 551 midpoint Problem

Lecture 552 Practise Problem 2

Lecture 553 External Division

Lecture 554 Practise Problem

Lecture 555 Reflection

Lecture 556 Reflection General Case

Lecture 557 Practise Problem 1

Lecture 558 Practise Problem 2

Lecture 559 Distance btw parallel lines

Lecture 560 Practise Problem

Lecture 561 Perp distance of a point to line

Lecture 562 Practise Problem

Lecture 563 Area of Triangle

Lecture 564 3 collinear points

Lecture 565 Area of a Quadrilateral

Lecture 566 Practise Problem

Lecture 567 centroid

Lecture 568 Practise Problem

Lecture 569 circumcenter

Lecture 570 Circumcenter of a right angled Triangle

Lecture 571 Practise Problem 1

Lecture 572 Practise Problem 2

Lecture 573 Incenter

Lecture 574 Practise Problem

Lecture 575 Orthocenter

Lecture 576 Practise Problem

Section 56: Solids

Lecture 577 Cuboid

Lecture 578 Cube

Lecture 579 Practise Problem 1

Lecture 580 Practise Problem 2

Lecture 581 Practise Problem 3

Lecture 582 Practise Problem 4

Lecture 583 Practise Problem 5

Lecture 584 Practise Problem 6

Lecture 585 Practise Problem 7

Lecture 586 Volume and Capacity

Lecture 587 Right Circular Cylinder,hollow cylinder

Lecture 588 Practise Problem 1

Lecture 589 Practise Problem 2

Lecture 590 Practise Problem 3

Lecture 591 Practise Problem 4

Lecture 592 Practise Problem 5

Lecture 593 Practise Problem 6

Lecture 594 Practise Problem 7

Lecture 595 Cone

Lecture 596 Practise Problem

Lecture 597 Sphere Hemisphere Sherical Shell

Lecture 598 Practise Problem 1

Lecture 599 Practise Problem 2

Lecture 600 Practise Problem 3

Lecture 601 Faces Vertices Edges

Lecture 602 Practise Problem

Section 57: Quiz

Lecture 603 Video Solutions to Geometry Quiz

Section 58: Algebra : Equations

Lecture 604 Quadratic Equations - Basics

Lecture 605 Solving Quadratic Equations by Factoring

Lecture 606 Practise Problem 1,2,3

Lecture 607 Discriminant and General Solution of Quadratic Equations

Lecture 608 Practise Problem 1,2,3

Lecture 609 Properties

Lecture 610 Practise Problec

Lecture 611 Graphical Representation of Quadratic Equations

Lecture 612 Practice Problem 1,2,3,4,5

Lecture 613 Property + Practise Problem 1,2

Lecture 614 Common Roots + Practise Problem 1,2

Lecture 615 Higher Degree Equations

Lecture 616 Practise Problem

Section 59: Modulus / Absolute Value & Inequality

Lecture 617 Concepts: Inequalities

Lecture 618 Concepts : Absolute Value

Section 60: Math Fundamentals

Lecture 619 Bonus Lecture

Students planning to take GRE for the first time,Students looking at improving their GRE score,Students who wish to follow a Structured approach in their GRE preparation