Student of Indian Statistical Institute Kolkata||Regional Mathematical Olympiad qualifier||CAT 98.86%ile||99.5%ile in Quants||Maths Lover

Sayak Dey

This course explains certain tricks and techniques of Number Systems including cyclicity, divisibility rule, last digit and last two digits questions and congruences. Some speed techniques for finding squares and products are also explained. All the concepts are explained with the help of problems. This course would be very useful for all the CAT aspirants.

Prepare for CAT 2018 through free online videos on Quant, Verbal and DI/LR by learning from the best teachers. Pursue your dream of an MBA from IIM and Top B-schools with lessons from the CAT Toppers 

CAT & Other MBA Entrance Tests

English

Decoding the Number System for CAT

Number System is a very crucial topic of Quantitative Aptitude for CAT exam. These numbers, whether real numbers or rational numbers are important for concept building. Learn Number System from the be

Number Systems

Quantitative aptitude section of CAT exam consists of 34 questions. Learn Quantitative Aptitude from the best teachers and pursue your dream of an MBA from IIMs, IIFT, FMS, MDI and NMIMS among others.

Basic Maths

Quantitative Aptitude

Ace the toughest competitive and government exams in India 

Test Preparation

Management & Foreign Studies

Classification of numbers, finding number of factors

Basics of Number System

Divisibility rules and patterns, phi function, HCF LCM models

Divisibility Rules and more

Problem Set I

Problem Set II

Cyclicity and power cycles, number of digits in a number of the form a^b

Last digit problems

Finding squares of numbers up to 125 and product of two numbers (fast method)

Finding Squares and products (speed techniques)

How to find last two digits of any number of the form a^n

Last two digits problems

Solution of practice problem 6 and Cat pattern problems set III

Problem Set III

Congruences of Numbers and its properties with application to a problem

Congruences

Fermat's theorem, Euler's Theorem and Wilson's theorem

Theorems of Number Theory

Lokesh Agarwal

The Educator will try to cover all types of remainder theorem questions for CAT

Remainder Theorem: CAT

Graduated from Vellore Institute of Technology, Founder of a construction based start-up named UnEarthed

Tanish Khandelwal

This Course includes various concepts, some of which are-
1) Finding Out Unit Digit And Tens Digit of Expression
2) Base System
3) Remainder Theorem
4) Euler Theorem
5) Factors and Factorials.
All of these lessons are designed for CAT aspirants.

(Hindi) Basics of Number System for CAT Aspirants

2 times 99%iler in CAT-Author/SME of Oswaal Books for CAT(MATHS)/Maths faculty at SMI/ FOUNDER of You Tube channel for math's - LETS FIND X.

Nitesh Ranjan Kumar

in This Course, the Educator is Discussing All Type of Problems Related to Remainder, Remainder  Theorem Basic Approach to Solve Problem Related to Remainder.

(Hindi) Problems Based on Remainder - New Concept Never Used Before This Lesson for CAT

Peyush Gautam

You will learn to solve questions from quantitative aptitude section in an easy way with short tricks based on the concepts. This course will be helpful for aspirants of CAT, XAT and other management examinations.

(Hindi) Number System - Quantitative Aptitude for CAT

I have 8 years of teaching experience on APTITUDE & REASONING for different competitive Exam like SSC CAT BANKING RAILWAY.


Jogesh Kumar Pradhan

In this course we will discuss the basic concepts and approch on questions related to pipes and cisterns.

(Hindi) Pipes and Cisterns - CAT

I am a Physics Major and have a deep interest in Mathematics and Statistical analysis, Right now I am trying to help aspirants of CAT

Soumojit Goswami

In this course, the educator is discussing Techniques to Calculate effectively for CAT

Lessons

10 lessons • 2h 1m

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Basics of Number System

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Divisibility Rules and more

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Problem Set I

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Problem Set II

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Last digit problems

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Finding Squares and products (speed techniques)

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Last two digits problems

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Problem Set III

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Congruences

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Theorems of Number Theory