If a triangle has one obtuse angle, then it is an obtuse triangle.
Which of the following statements is the contrapositive of the conditional above?
Choose one answer.
a. If a triangle is not obtuse, then it has one obtuse angle.
b. If a triangle is obtuse, then it has one obtuse angle.
c. If a triangle is not obtuse, then it does not have one obtuse angle.
d. If a triangle does not have one obtuse angle, then it is not an obtuse triangle.

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if p then q
contrapositive is if not q then not p

A contrapositive negates both terms and reverses the direction of the inference.

I believe the answer may be C or D. This term is tricky.

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