Let T be the statement $$\forall \text { real numbers } x \text {, if } - 1 0 \text {. }$$ (a) Write the converse of T. (b) Write the contrapositive of T.

Question

Let T be the statement $$\forall \text { real numbers } x \text {, if } - 1 < x \leq 0 \text { then } x + 1 > 0 \text {. }$$ 
(a) Write the converse of T.
(b) Write the contrapositive of T.

Quizplus · Accepted Answer

The Answer of Let T be the statement $$\forall \text { real numbers } x \text {, if } - 1 < x \leq 0 \text { then } x + 1 > 0 \text {. }$$ 
(a) Write the converse of T.
(b) Write the contrapositive of T.

Let T Be the Statement ∀ real numbers x, if −1<x≤0 then x+1>0. \forall \text { real numbers } x \text {, if } - 1 < x \leq 0 \text { then } x + 1 > 0 \text {. }∀ real numbers x, if −1<x≤0 then x+1>0.

Let T Be the Statement $\forall \text { real numbers } x \text {, if } - 1 < x \leq 0 \text { then } x + 1 > 0 \text {. }$