Question

equivalent experience_ma.912.lt.4.3
identify the hypothesis and conclusion of the conditional statement.
a prism with bases that are regular polygons is a regular prism.
hypothesis
conclusion
re - write the equation in if - then form

Explanation:

A conditional statement has the form "If \(p\) (hypothesis), then \(q\) (conclusion)". For the statement "A prism with bases that are regular polygons is a regular prism", we identify the hypothesis as the condition that is given (\(p\)) and the conclusion as the result (\(q\)). To rewrite in if - then form, we use the structure "If [hypothesis], then [conclusion]".

Answer:

• Hypothesis: A prism has bases that are regular polygons.
• Conclusion: It is a regular prism.
• If - then form: If a prism has bases that are regular polygons, then it is a regular prism.