Math, asked by HermioneMalfoy8212, 1 year ago

Area of a square is 225 cm then what is its perimeter

Answers

Answered by pandaXop
4

Perimeter = 60 cm

Step-by-step explanation:

Given:

  • Area of a square is 225 cm².

To Find:

  • What is the perimeter of the square?

Solution: Let the meaure of side of square be s cm.

As we know that

Area of Square = (Side)²

A/q

  • Area = 225 cm²

\implies{\rm } 225 = (Side)²

\implies{\rm } 225 = Side

\implies{\rm } 15 \times 15 = Side

\implies{\rm } 15 cm = Side

So,the measure of each side of square is 15 cm.

Now,

Perimeter of Square = 4 \times Side

\implies{\rm } Perimeter = 4 \times 15

\implies{\rm } Perimeter = 60 cm

Hence, the perimeter of square is 60 cm.

Answered by Anonymous
2

Given that ,

The area of square is 225 cm²

We know that , the area of square is given by

 \large \sf \fbox{Area = { (Side)}^{2}  }

Thus ,

225 = (side)²

side = √225

side = 15 cm

Now , the perimeter of square is given by

  \large \sf \fbox{Perimeter \:  of  \: square = 4(Side)}

Thus ,

Perimeter = 4 × 15

Perimeter = 60 cm

 \therefore \sf \underline{The  \: perimeter  \: of \:  square  \: is  \: 60  \: cm}

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