Complete Numbers Theory For Cat/Xat/Ssccgl/Gate/Ipm/Npat

Also for Competitive Exams like MBA entrance/Railways/Campus Placements Tests/BANK EXAMS/Government Jobs/GRE/GMAT/NPAT

What you'll learn
ENJOYING QUANTITATIVE APTITUDE (MATH)!!
All the necessary concepts/theories for Algebra
Approaching Questions of All difficulty levels
Multiple Methods to solve questions
Innovative Shortcut Tricks & techniques!
Instructor who scored 99%ile in CAT exam to guide you
Requirements
None!! (We will start from the basics for all topics).
Description
“When work is a pleasure, Life is joy! When work is a duty, Life is a slavery!!” - Maxim GorkyMajority of the students feel disappointed with their Quantitative Ability (Math) skills owing to hatred for the subject/unpleasant pedagogy and lots of other reasons. And what about the minority of the those students who like Math, but still find it difficult to clear the Quantitative Ability section in the entrance exams?Well, they have their own rage..oops, i mean, race against Time..! Intermediate / Advanced level students generally struggle with solving the question in the stipulated amount of time.For students of any and every category, I just need to say : Relax, The Quant Mentor is here for the rescue !!!!! With my 7 teaching experience as the Quantitative Ability Mentor with India's top test prep institutes, I have observed that a full-fledged course curriculum should be well equipped with:1. In depth concept discussions with solved questions.2. Engaging Visualisations / Animations.3. Tricks & Shortcuts to solve the questions easily.In this course, I have thus covered, and will be adding more videos & literature related to all concepts you will ever need for Competitive Exams or MBA entrance tests like CAT/XAT/NMAT/SNAP/CMAT, Railways/Campus Placements Tests/BANK EXAMS/Government Jobs/GRE/GMAT/GATE/IBPS/SBI and also for undergrad exams like NPAT/IPM etc.For absolute beginner level students, all the fundamentals have been elaborated and discussed in detail for building up a strong base.For intermediate level students, there are variety of solved examples to help them get a free of the topic and the different varieties of question types that can be asked in the exam.For expert level students, you can learn many different shortcuts and alternative approaches to tackle the question in much easier ways!Basically, this is your one stop solution for mastering the quantitative aptitude section!This course is power packed with all these elements and will surely make your test prep exciting and full of fun!It is an exhaustive guide to understand each and every concept of Numbers Theory with unique & innovative methods, animations and amazingly cool tips, tricks and shortcuts.So what are you waiting for? Just enrol for the course and get going in your journey to bell the CAT and other entrance exams in a breeze!Wishing you good luck and lots of excitement on your test prep journey!(Note : The course contains solved questions with solutions)

Overview

Section 1: Introduction & Classification of Numbers

Lecture 1 Introduction to Numbers

Lecture 2 Even & Odd Numbers

Lecture 3 Prime, Composite & Perfect Numbers

Lecture 4 The Real Number Line

Lecture 5 Converting Recurring Decimals into Fractions

Lecture 6 Comparison of Fractions

Lecture 7 Factorials

Section 2: BODMAS and types of functions based on numbers

Lecture 8 Bodmas

Lecture 9 Modulus, Greatest Integer and Least Integer Functions.

Section 3: All about HCF and LCM

Lecture 10 Basics of HCF and LCM

Lecture 11 h,a,b property of LCM and HCF

Lecture 12 LCM Models

Lecture 13 HCF Models

Section 4: Tests of Divisibility

Lecture 14 Divisibility Part 1

Lecture 15 Divisibility Part 2

Section 5: All about Indices and Surds

Lecture 16 Indices and Surds

Lecture 17 Square Root of a Surd

Section 6: Last digits & Last two digits.

Lecture 18 Concept of Last Digit

Lecture 19 Application of the Concept of Last Digit

Lecture 20 Last two digits

Section 7: Remainder Theorem

Lecture 21 Basics of Remainder Theorem

Lecture 22 Remainder Theorem Questions

Lecture 23 Chinese Remainder Theorem

Lecture 24 Wilson's Remainder Theorem

Section 8: Highest Power in a factorial

Lecture 25 Highest Power of Factorials - Prime Numbers

Lecture 26 Highest Power of Factorials - Composite Numbers

Lecture 27 Highest Power of Factorials - Number of Zeroes

Section 9: All about Base Systems

Lecture 28 Understanding Base Systems

Lecture 29 Base Systems Continued

Lecture 30 Additional Questions on Base Systems

Section 10: All about Logarithms

Lecture 31 Understanding Logarithms

Lecture 32 Problems on Logarithms 01

Lecture 33 Problems on Logarithms 02

Lecture 34 Problems on Logarithms 03

Lecture 35 Calculating Log values

Section 11: Advanced Questions for Practice

Lecture 36 Application of HCF and LCM

Lecture 37 LCM Model 1 Application

Lecture 38 Question - Four two digit odd numbers

Lecture 39 Factorial Based Question

Lecture 40 Indices based CAT 2018 question

Students preparing for Masters entrance exams like CAT, XAT, NMAT, SNAP, GMAT, MHCET, CMAT,TISS, GATE etc.,Students preparing for Undergraduate entrance tests like NPAT, SAT, IPM.,Students preparing for Government & Bank exams like SSC-CGL, Bank PO, SBI PO.,Students preparing for Campus recruitment tests for Jobs in Private Companies.,Students who want to enjoy learning Math!