Math, asked by Bhoomipahuja, 10 months ago

The perimeter of two squares are 60 and 144 m.find the perimeter of another square equal in area to the sum of the first two squares

Answers

Answered by Anonymous
13

Answer:

  • Perimeter of 3rd square = 156 m

Step-by-step explanation:

Given:

  • Perimeter of 1st square = 60 m
  • Perimeter of 2nd square = 144 m
  • Perimeter of another square equal in area to the sum of first two squares.

To Find:

  • Perimeter of 3rd square.

Now, Perimeter of 1st square = 60 m

So, Side of 1st square = 60/4

⇒ Side of 1st square = 15 m

Now, we will calculate area of 1st square,

⇒ Area of 1st square = side²

⇒ Area of 1st square = 15²

⇒ Area of 1st square = 225 m²

And, Perimeter of 2nd square = 144 m

So, side of 2nd square = 144/4

⇒ Side of 2nd square = 36 m

Now, we will calculate area of 2nd square,

⇒ Area of 2nd square = side²

⇒ Area of 2nd square = 36²

⇒ Area of 2nd square = 1296 m²

Now, it is given that,

∴ Area of 3rd square is equal to sum of area of two squares

⇒ Area of 3rd square = 225 + 1296

⇒ Area of 3rd square = 1521 m²

Now, side of 3rd square = √Area

⇒ Side of 3rd square = √1521

⇒ Side of 3rd square = 39 m

Now, we will calculate perimeter of 3rd square,

⇒ Perimeter of 3rd square = 39 × 4

⇒ Perimeter of 3rd square = 156 m

Hence, Perimeter of 3rd square = 156 m


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Answered by H1TMAN
0

Answer:

All the sides of a square are of equal length

Side of a 1st Square = 60/4= 15 m Side of a 2nd Square = 144/4= 36 m

Area of a required Square

= (Area of a 1st Square) +(Area of a 2nd Square)

= 15²+36²

= 1521

Side of a required square = 39 m Perimeter of a required square = 39 × 4

= 156 m

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