Write in the form of algebraic expression:
$(i)$ Perimeter $(P)$ of a square is four times its side $s$
$(i i)$ Area of a square $A$ is square of its side $s$ .

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Solution

(i) Perimeter $P =$ $4 \times (s i d e) = 4 s$

(ii)Area $(A) = (s i d e)^{2} = s^{2}$

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Write in the form of algebraic expression:(i)Perimeter (P) of a square is four times its side s(ii)Area of a square A is square of its sides.

(i) PerimeterP= 4×(side)=4s(ii)Area (A)=(side)2=s2

Write in the form of algebraic expression:
$(i)$ Perimeter $(P)$ of a square is four times its side $s$
$(i i)$ Area of a square $A$ is square of its side $s$ .

(i) Perimeter $P =$ $4 \times (s i d e) = 4 s$

(ii)Area $(A) = (s i d e)^{2} = s^{2}$