A P Prabhakaran Solutions for Chapter: Binomial Theorem, Exercise 1: SELF EVALUATION TEST

Author:A P Prabhakaran

A P Prabhakaran Mathematics Solutions for Exercise - A P Prabhakaran Solutions for Chapter: Binomial Theorem, Exercise 1: SELF EVALUATION TEST

Attempt the free practice questions on Chapter 8: Binomial Theorem, Exercise 1: SELF EVALUATION TEST with hints and solutions to strengthen your understanding. Golden MATHEMATICS CLASS 11 solutions are prepared by Experienced Embibe Experts.

Questions from A P Prabhakaran Solutions for Chapter: Binomial Theorem, Exercise 1: SELF EVALUATION TEST with Hints & Solutions

EASY
11th CBSE
IMPORTANT

Using binomial theorem, expand (101)4

EASY
11th CBSE
IMPORTANT

Expand using binomial theorem, 2x-x25

EASY
11th CBSE
IMPORTANT

Simplify: (x+x2-1)6+(x-x2-1)6

EASY
11th CBSE
IMPORTANT

Using binomial theorem, prove that 6n-5n-1 is always divisible by 25, where n is a natural number.

EASY
11th CBSE
IMPORTANT

Find k, if the fourth term from the end is kx3 in the expansion of 4x5-52x9

EASY
11th CBSE
IMPORTANT

Find the middle term in the expansion of 2x23+32x210

EASY
11th CBSE
IMPORTANT

Prove that the coefficient of the middle term in the expansion of (1+x)2n equal to the sum of the coefficients of the two middle terms in the expansion of (1+x)2n-1.

EASY
11th CBSE
IMPORTANT

Three successive coefficients in the expansion of (1+x)n are 220, 495 and 792, then find n.