principle-of-mathemetical-inductionWHERE cd.courseId=2 AND cd.subId=6 AND chapterSlug='principle-of-mathemetical-induction' and status=1SELECT ex_no,page_number,question,question_no,id,chapter,solution FROM question_mgmt as q WHERE courseId='2' AND subId='6' AND chapterId='75' AND ex_no!=0 AND status=1 ORDER BY ex_no,CAST(question_no AS UNSIGNED)
This chapter is all about proving the given statement is true or not by the process of induction. We deal with natural numbers because it is the least inductive subset of real numbers. Least inductive means it has the least fixed point for an operation definable by a positive formula for some natural number n. In this chapter, we will discuss the principle of mathematical induction and its simple applications.
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