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Given the two statements, determine the inverse statement. p: It is below 32 degrees Fahrenheit. q: All plants are covered. If it is below 32 degrees Fahrenheit, then no plants are covered. If it is not below 32 degrees Fahrenheit, then some plants are not covered. If all plants are covered, then it is below 32 degrees Fahrenheit. If some plants are not covered, then it is not below 32 degrees Fahrenheit.



Answer :

Answer:

If it is not below 32 degrees Fahrenheit, then some plants are not covered.

Explanation:

The inverse of a statement switches the hypothesis and conclusion and negates both.  In this case, the original statement is p implies q, and the inverse is not p implied not q. (If ~ P, then ~Q)

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