Question

Rectangle of length 270 units and breadth of 126 units is to be divided into 4 equal square plots

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Answer 1

Correct Question:

What should be the length of the side of each square plot if a rectangle length 270 units and breadth of 126 units is to be divided into 4 equal square plots.

Given:

✰ Length of a rectangle = 270 units

✰ Breadth of a rectangle = 126 units

✰ Rectangle is divided into 4 equal square plots.

To find:

✠ What should be the length of the side of each square plot.

Solution:

Let's understand the concept first! First we will find the perimeter of the rectangle that is the total length of its boundary by using formula. Putting the values in the formula and then doing the required calculations. Then we know that the rectangle is divided into four equal square plots. After that we will calculate perimeter of each square plot, then we will find length of the side of each square plot.

Let's find out...✧

✭ Perimeter of a rectangle = 2(l + b) ✭

Where,

• l is the length of a rectangle.
• b is the breadth of a rectangle.

➛ Perimeter of a rectangle = 2( 270 + 126 )

➛ Perimeter of a rectangle = 2 × 396

➛ Perimeter of a rectangle = 792 units

• Rectangle is divided into 4 equal square plots.

➛ Perimeter of each square plot = Perimeter of a rectangle/4

➛ Perimeter of each square plot = 792/4

➛ Perimeter of each square plot = 198 units

Now,

➤ Side = Perimeter of each square plot/4 [ as there are four sides of square and all are equal ]

➤ Side = 198/4

➤ Side = 49.5 units

∴ The length of the side of each square plot = 49.5 units

_______________________________

Answer 2

Answer:

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