Question

identify the hypothesis and conclusion for the conditional statement. then write the statement in if - then form. (assume h and c are hypothesis and conclusion.) the area of a circle is πr². get a hint need help with this question? skip question check answer

Explanation:

Step1: Recall conditional - statement structure

A conditional statement is of the form "If H, then C", where H is the hypothesis and C is the conclusion.

Step2: Identify hypothesis and conclusion

The hypothesis H is the condition part and the conclusion C is the result part. For the statement "The area of a circle is $\pi r^{2}$", the hypothesis H: A figure is a circle. The conclusion C: Its area is $\pi r^{2}$.

Step3: Write in if - then form

If a figure is a circle, then its area is $\pi r^{2}$.

Answer:

Hypothesis (H): A figure is a circle.
Conclusion (C): Its area is $\pi r^{2}$.
If - then form: If a figure is a circle, then its area is $\pi r^{2}$.