# MATHEMATICAL INDUCTION, INTERMEDIATE FIRST YEAR PROBLEMS WITH SOLUTIONS

Mathematics Intermediate first year 1A (class 11 maths) Mathematical Induction solutions for some problems.

These solutions are very simple to understand.

Study the textbook lesson Mathematical Induction very well

Observe the example problems and solutions given in the textbook

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## Mathematical induction solutions ( class 11 maths Inter)

Chapter 2

Mathematical Induction

Exercise 2(a)

You can see solutions in pdf

Click below for solutions of Mathematical Induction

Using-mathematical-induction

## MATHEMATICAL INDUCTION SOLUTIONS INTERMEDIATE

Class 11 math solution

Problem

By using mathematical induction show that for all n belongs to N 49^n + 16n – 1 is divisible by 64 for all positive integers n.

Problem

By using mathematical induction show that for all n belongs to N, x^n – y^n is divisible by x – y.

Problem

Use mathematical induction to prove the statement

2 + 3.2 + 4.3^2 + ….. upto n terms = n.2^2, for all n belongs to N.

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Note: Observe the solutions of mathematical induction and try them in your own methods.

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