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A farmer need to plant trees in a Square Garden whose area is 7744 m square find the side of the square plot if the farmer decides to increase the side length of the garden by 2 m find the area of new plot?
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A farmer need to plant trees in a Square Garden whose area is 7744 m s...
Calculating the Side of the Square Garden
To find the side length of the square garden, we start with the area formula for a square:
- Area = Side × Side (or Side²)
Given that the area of the garden is 7744 m², we can set up the equation:
- Side² = 7744
Taking the square root of both sides will give us the side length:
- Side = √7744
Calculating this:
- Side = 88 m
Thus, the original side length of the garden is 88 meters.

Increasing the Side Length
The farmer decides to increase the side length by 2 meters. Therefore:
- New Side Length = Original Side Length + 2 m
- New Side Length = 88 m + 2 m = 90 m

Finding the Area of the New Plot
Now, we will calculate the area of the new square garden using the new side length:
- New Area = New Side × New Side (or New Side²)
Substituting the new side length:
- New Area = 90 m × 90 m = 8100 m²

Summary
- Original Side Length: 88 m
- New Side Length: 90 m
- New Area: 8100 m²
This detailed breakdown shows that by increasing the side length by 2 meters, the area of the garden increases significantly, from 7744 m² to 8100 m².
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A farmer need to plant trees in a Square Garden whose area is 7744 m square find the side of the square plot if the farmer decides to increase the side length of the garden by 2 m find the area of new plot?
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