Question

If the area of a square in 25m power2 than each scale is

Answer 1

Correct Question:

If the area of a square in $\sf { 25{m}^{2} }$ ,then each side is?

Required Solution:

Given:

• Area of square = $\sf { 25{m}^{2} }$

To find:

• Measure of side

Calculation:.

Let the measure of side be x m.

We know that,

• Area of square = $\sf { {Side}^{2} }$

◆ According to the question:

$\sf { \longmapsto 25 = {x}^{2} }$

$\sf { \longmapsto \sqrt{25} = x }$

$\sf { \longmapsto 5 = x }$

Therefore,side of the square is of 5m.

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Extra!!

Perimeter:

• Perimeter of square : 4 × side
• Perimeter of rectangle : 2 ( l + b )
• Perimeter of parallelogram : 2 ( l + b )
• Perimeter of rhombus : 4 × side
• Perimeter of trapezium : Sum of sides
• Perimeter of triangle : Sum of sides
• Perimeter of circle (circumference) : 2πr

Area:

• Area of square : (Side)²
• Area of rectangle : l × b
• Area of parallelogram : Base × height
• Area of rhombus : ½ × diagonal$\sf {_1}$ × diagonal$\sf {_2}$
• Area of trapezium : ½ × (sum of parallel sides) × h
• Area of triangle : ½bh
• Area of circle : πr²

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Answer 2

We have,

Area of square = 25 m²

Let, side of it = s

∵ Area of square = side × side,

∴ s² = 25

⇒ s = √25 = √5²

⇒ s = 5 m {Answer}

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