Question

If x < y then x^2y^2 find its inverse​

Answer 1

Answer:

Let p: x<y,

Let q: x

2

<y

2

Then the symbolic form of the given statement is p→q.

Converse: q→p is the converse of p→q.

i.e., If x

2

<y

2

, then x<y.

Inverse: ∼p→∼q is the inverse of p→q.

i.e., If x≥y, then x

2

≥y

2

.

OR

If x≮y, then x

2

≮y

2

.

Contrapositive: ∼q→p is the contrapositive of p→q.

i.e., If x

2

≥y

2

, then x≥y.

OR

If x

2

≮y

2

, then x≮y.

PLZ MARK ME AS A BRAINLIEST