1.

Let p : A triangle is equilateral, q : A triangle is equiangular, then inverse of q → p is(A) If a triangle is not equilateral then it is not equiangular. (B) If a triangle is not equiangular then it is not equilateral. (C) If a triangle is equiangular then it is not equilateral. (D) If a triangle is equiangular then it is equilateral.

Answer»

Correct option: (B) If a triangle is not equiangular then it is not equilateral.

Inverse of q → p is ~q → ~p

i.e., If a triangle is not equiangular then it is not equilateral.



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