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Greek's emphasised on...

Greek's emphasised on

A

inductive reasoning

B

deductive reasoning

C

Both (a) and (b)

D

practical use of geometry

Text Solution

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The correct Answer is:
To solve the question "Greeks emphasized on," we need to analyze the options provided: right inductive reasoning, deductive reasoning, both A and B, and practical use of geometry. ### Step-by-Step Solution: 1. **Understanding the Options**: - **Inductive Reasoning**: This is a method of reasoning in which a general rule or conclusion is formed based on specific examples or observations. - **Deductive Reasoning**: This is a logical process where a conclusion is reached based on the concordance of multiple premises that are generally assumed to be true. - **Practical Use of Geometry**: This refers to the application of geometric principles in real-world situations. 2. **Analyzing Greek Contributions**: - The Greeks made significant contributions to mathematics and geometry, particularly through the use of logical reasoning. - They emphasized the importance of proving statements through logical deduction rather than just observing patterns. 3. **Identifying the Correct Emphasis**: - The Greeks were particularly known for their use of **deductive reasoning** to establish the truth of mathematical statements. This method allows for conclusions to be drawn from established premises, which is foundational in geometry. 4. **Conclusion**: - Based on the analysis, the Greeks emphasized **deductive reasoning**. Therefore, the correct answer is **option B**. ### Final Answer: The Greeks emphasized on **deductive reasoning**. ---

To solve the question "Greeks emphasized on," we need to analyze the options provided: right inductive reasoning, deductive reasoning, both A and B, and practical use of geometry. ### Step-by-Step Solution: 1. **Understanding the Options**: - **Inductive Reasoning**: This is a method of reasoning in which a general rule or conclusion is formed based on specific examples or observations. - **Deductive Reasoning**: This is a logical process where a conclusion is reached based on the concordance of multiple premises that are generally assumed to be true. - **Practical Use of Geometry**: This refers to the application of geometric principles in real-world situations. ...
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