Question

The length of diagonal of square is 5root 2 then the area of square

Answer 1

Answer:

25

Step-by-step explanation:

Suppose of a square. Let the length of its side be a.

Given,

           Length of its diagonal is 5√2 unit

Using Pythagoras theorem,

= > side^2 + side^2 = diagonal^2

= > 2 side^2 =( 5√2 )^2

= > 2 side^2 = 50

= > side^2 = 25

This equation represent the area of square( area of square = side^2 ),therefore area of this square is 25  unit^2.

Answer 2

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