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Discrete Mathematics

Which statement correctly explains Mathematical induction?

Difficulty: Hard

About this MCQ

This Hard Discrete Mathematics MCQ checks one syllabus fact.

The question is: “Which statement correctly explains Mathematical induction?”

The accepted answer is A. A proof technique used to establish that a statement holds for all natural numbers by proving a base case and an inductive step.. A proof technique used to establish that a statement holds for all natural numbers by proving a base case and an inductive step is the person body or term that satisfies Which statement correctly explains Mathematical induction option A Option B A branch of discrete mathematics studying graphs made up of vertices connected by edges does not match the stem it is a near-miss used to catch incomplete recall of A proof technique used to establish that a statement holds for all natural numbers by proving a base case and an inductive step Option C An arrangement of objects in a specific order where order matters does not match the stem it is a near-miss used to catch incomplete recall.

Correct answer

A. A proof technique used to establish that a statement holds for all natural numbers by proving a base case and an inductive step.

Explanation

A proof technique used to establish that a statement holds for all natural numbers by proving a base case and an inductive step is the person body or term that satisfies Which statement correctly explains Mathematical induction option A Option B A branch of discrete mathematics studying graphs made up of vertices connected by edges does not match the stem it is a near-miss used to catch incomplete recall of A proof technique used to establish that a statement holds for all natural numbers by proving a base case and an inductive step Option C An arrangement of objects in a specific order where order matters does not match the stem it is a near-miss used to catch incomplete recall.

Source: Discrete Mathematics Official Reference Guide

Tags: computer science, discrete mathematics, mathematics, logic

Submitted by: MCQsHub Editorial

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