introduction In algebra or in any other discipline of mathematics, there are certain results or statements that are formulated in terms of n , where n is a positive integer . To prove such statements well-suited principle that is used based on the specific technique is known as the principle of mathematical induction.

Principle of mathematical induction:

Principle of mathematical induction Suppose there is a given statement P(n) involving the natural number n such that The statement is true for n=1, i.e. P(1) is true and If the statement is true for n=k(where k is some positive integer), then the statement is also true for n=k+1, i.e. truth of P(k) implies the truth of P(k+1). Then, P(n) is true for all natural numbers n.

Some typical types of statements to be proved by using p.m.i.:

Some typical types of statements to be proved by using p.m.i .

HOW TO SOLVE TYPE I PROBLEMS:

HOW TO SOLVE TYPE I PROBLEMS

HOW TO SOLVE STATEMENTS CONTAINING SIGNS OF INEQUALITIES:

HOW TO SOLVE STATEMENTS CONTAINING SIGNS OF INEQUALITIES

HOW TO SOLVE TYPE III PROBLEMS:

HOW TO SOLVE TYPE III PROBLEMS

Slide 11:

Presented by adrita kundu class – xi a

You do not have the permission to view this presentation. In order to view it, please
contact the author of the presentation.

Send to Blogs and Networks

Processing ....

Premium member

Use HTTPs

HTTPS (Hypertext Transfer Protocol Secure) is a protocol used by Web servers to transfer and display Web content securely. Most web browsers block content or generate a “mixed content” warning when users access web pages via HTTPS that contain embedded content loaded via HTTP. To prevent users from facing this, Use HTTPS option.

By: mohitalmora (41 month(s) ago)

hw i can download the file