To form the converse of the conditional statement, interchange the hypothesis and the conclusion.
For statement If p then q ,
Converse is If q then p.
Inverse :If not p then not q.
Contrapositive is:If not q then not p.
Given statement: If it rains, then the flowers bloom.
1) converse :If the flowers bloom, then it rained.
2) inverse :If it does not rain, then the flowers will not bloom.
3)contrapositive:If the flowers do not bloom, then it did not rain.
Answer:
0-4
derivate first
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substitute the value of X
Answer:
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