Question

The side of a square measures 2x^2y^3 what is the area of the square if x=-2 and y=2​

Answer 1

Here is your answer

4096
`({units})^(2)`

REASON:

Given, x= -2 and y= 2

Measure of each side of square=

`2 {x}^(2) × {y}^(3)`

Putting the values of x and y in above relation, we get

Side of square

`= 2 *({ - 2})^(2) * ({2}^(3))`

`= 2 * 4 * 8`

`= 64 \: units`

Now,

area of square=
`({side})^(2)`

`= {64}^(2) {units}^(2)`

`4096 \: {units}^(2)`

HOPE IT IS USEFUL

Answer 2

4096

Explanation:

Insert the values

s = 2x²y³ = 2(-2)²(2)³ = 2 × 4 × 8 = 64

Calculate the area

A = s² = 64²

`\boxed{ = 4096 }`