The original statement is true. Inverse: If all the measures of the angles of a triangle are not equal, then the triangle is not equilateral. That is also true.
Jesset C.
asked • 03/04/21Can someone please help me with this question?
What is the inverse of the statement below. Is the statement true? Is the inverse of the statement true?
If all the measures of the angles of a triangle are equal, then the triangle is equiangular.
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Norman H. answered • 03/04/21
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College Math Teacher with 14+ Years of Experience
Statement: P -> Q If (all the measures of the angles are equal) then (it is equiangular)
Inverse: ~P -> ~Q If (all the measures of the angles are NOT equal) then (it is NOT equiangular)
Converse: Q -> P If (it is equiangular) then (all the measures of the angles are equal)
Contrapositive: ~Q -> ~P If (it is NOT equiangular) then (all the measures of the angles are NOT equal)
Negation: P and ~Q (All the measures of the angles are equal) AND (it is NOT equiangukar)
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