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In which method by moving from ‘Particular to General’, we generate formulas is Mathematics?
Question



In which method by moving from ‘Particular to General’, we generate formulas is Mathematics?

A.

Deductive Method

B.

Lecture Method

C.

Inductive Method

D.

Project Method

Correct option is C


1. Understanding the Methods:
· Deductive Method (a):
· In this method, we start with general principles or formulas and apply them to particular cases.
· It moves from general to particular.
· Lecture Method (b):
· This is a teaching strategy where the teacher explains concepts, theories, and principles, usually in a one-way communication format.
· It is not directly related to deriving formulas.
· Inductive Method (c):
· This method involves observing patterns or specific examples and then generalizing them into formulas or rules.
· It moves from particular to general, making it the correct choice.
· Project Method (d):
· This is a hands-on approach where students engage in projects, but it is not specifically tied to deriving mathematical formulas.
2. Correct Concept:
· The Inductive Method is used to observe patterns in specific examples, derive general principles, and generate formulas in Mathematics.
Correct Answer is (c) Inductive Method
Explanation:
· The inductive method starts from specific cases, observes a pattern, and generalizes it into a formula. For example, discovering the formula for the sum of the first nnn natural numbers by summing up specific sequences.
Information Booster:
1. Steps in the Inductive Method:
· Observe specific examples.
· Identify a pattern or trend.
· Generalize the observations into a formula or rule.
2. Examples of Inductive Reasoning in Mathematics:
· Observing that the sum of angles in specific triangles equals 180∘180^\circ180∘ and generalizing it for all triangles.
· Identifying a pattern in sequences and deducing a general term.
Additional Information:
· Option (a): Deductive Method moves from general to particular and applies formulas, not generates them.
· Option (b): Lecture Method is a teaching strategy, not a reasoning process.
· Option (c): Inductive Method is correct, as it generates formulas by generalizing from examples.
· Option (d): Project Method involves practical applications but not the generation of formulas.

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