Question

Find the area of a square whose side is 2 cm.​

Answer 1

☯GIVEN :

• Side = 2 cm

☯TO FIND :

• Area of the square.

★FORMULA REQUIRED :

• $\bigstar{ \underline {\boxed{\bf{ \red{Area =( Side)^2}}}}}\bigstar$

➲SOLUTION :

Substituting the given value :

$\implies{ \sf{Area = ( Side)^2}}$

$\implies{ \sf{Area = (2 \: cm)^2}}$

$\implies{\underline{\boxed{\bf{ \green{Area = 4\: cm^2 }}} }}$

$\huge{ \pink{\therefore}}$ Area of the square is $\bf{4\: cm^2}$.

Extra Information :

• Square is a 2-D figure.

• It has four angles , sides and vertices.

• All sides are equal.

Answer 2

Answer:

Therefore the area of a square is $4cm^{2}$

Step-by-step explanation:

In the above question, the given details are as below,

The side of a square is 2cm,  

We have to find the area of a square.

The formula for area of a square is as follow,

Area =$(side)^{2}$

Putting the value of side as 2cm we get,

$A=2^{2} \\A=2\times 2\\A=4cm^{2}$