The area of a square having each side x is
x × x
4x
x + x
4 + x
Step 1: A square has all sides equal.
Step 2: Formula for the area of a square is:
( ext{Area} = ext{side} imes ext{side})
Step 3: Here, each side is (x). So:
( ext{side} = x)
Step 4: Put the value in the formula:
( ext{Area} = x imes x)
Step 5 (optional simplification):
(x imes x = x^{2})
Why the other options are wrong?
Correct option: A ((x imes x))