Question

Which of the following represents a sample template for the format of the body of a proof with deductions?

a) Introduction, Evidence, Conclusion
b) Statement, Evidence, Conclusion
c) Introduction, Proof, Conclusion
d) Premise, Proof, Conclusion

Answer 1

The correct format for the body of a proof with deductions is 'Statement, Evidence, Conclusion,' which matches option b).

Step-by-step explanation:

The question you've asked pertains to the format of the body of a proof with deductions. The most appropriate template for the structure of a mathematical or logical proof is typically Statement, Evidence, Conclusion. This approach aligns well with the point-evidence-analysis pattern used in report writing, where you:

1. Define the Statement or claim you're making.
2. Provide Evidence such as facts, statistics, examples, and expert opinions to support the statement.
3. Conclude with an Analysis that draws a conclusion about the evidence and relates it back to the initial statement, which often is the proof's hypothesis or theorem.

Therefore, the answer to the question is b) Statement, Evidence, Conclusion.