Question

find the perimeter and area of a square field if ramesh completes its two rounds afrer covering a distance of 60 meter​

Answer 1

In a square all sides are equal in length.

Ramesh completes his two rounds around the square field.

Let the perimeter of the field be x.

Therefore,
x + x = 60 m
=> 2x = 60m
=> x =60÷2
=> x = 30m

SO, THE PERIMETER OF THE SQUARE FIELD IS 30 METERS.

Perimeter of square = 4 × side

Let the side of the square be s.

Therefore,
4s = Perimeter
=> 4s = 30m
=> s = 30÷4
=> s =7.5m

So, area of square = side × side

Side = 7.5m

AREA
= 7.5m × 7.5m
$= {56.25m}^{2}$

THEREFORE, THE AREA OF THE SQUARE FIELD IS ${56.25m}^{2}$

PLZ MARK AS BRAINLIEST......

Answer 2

Answer:

The Perimeter is 30m.

The area of a square is 5.625.

Step-by-step explanation:

• The perimeter of a square in math stands the total length around its border. The perimeter formula for square is expressed as the aggregate of all the sides.
• The area of a square stands as the measure of the space or surface settled by it. It stands equivalent to the product of the length of its two sides.

Step 1

In a square, all sides stand equal in length.

Ramesh finishes his two rounds around the square area.

Let the perimeter of the field be x.

Thus,

$x + x = 60 m$

⇒$2x = 60m$

⇒ $x =60/2$

⇒ $x = 30m$.

SO, The Perimeter of the square is 30m.

Step 2

The perimeter of the square = 4 × side

Let the side of the square be s.

Therefore,

4s = Perimeter

$4s = 30m$

⇒$s = 30/4$

⇒$s =7.5m$.

So, area of square = side × side

Side = 7.5m

Area

$= 7.5m * 7.5m$

$=56.25 m^{2}$.

Hence,

The Perimeter is 30m.

The area of a square is 5.625.

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