4
Find the area of a rectangular playground which is 36 m long and 24 m wide.
5. One side of a square tile is 15.6 cm. Find the area of the tile.
Answers
Question 4:
- Find the area of a rectangular playground which is 36 m long and 24 m wide.
Given:
- Length of rectangle, l = 36m.
- Breadth of rectangle, b = 24m.
Exigency to find:
- Area of rectangular playground.
Solution:
We know that, if we are given with the length of rectangle and breadth of rectangle, we have the required formula, that is,
- Area of rectangle = l × b.
« Substituting the given values in the formula,
→ Area of rectangle = 36 × 24
→ Area of rectangle = 864.
∴ The area of rectangular playground is 864m².
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Question 5:
- One side of a square tile is 15.6 cm. Find the area of the tile.
Given:
- Side of a square tile, a = 15.6cm.
Exigency to find:
- Area of the square tile.
Solution:
We know that, if we are given with the side of square, we have the required formula, that is,
- Area of square = (side)².
« Substituting the given values in the formula,
→ Area of square = (15.6)²
→ Area of square = 15.6 × 15.6
→ Area of square = 243.36.
∴ The area of square tile is 243.36cm².
Answer:
Question No 4 :-
➦ Find the area of a rectangular playground which is 36 m long and 24 m wide.
Given :-
- A rectangular playground which is 36 m long and 24 m wide.
To Find :-
- What is the area of a rectangular playground.
Formula Used :-
➲ Area of Rectangle = Length × Breadth
Solution :-
Given :
- Length = 36 m
- Breadth = 24 m
According to the question by using the formula we get,
↦ Area of Rectangle = 36 m × 24 m
➠ Area of Rectangle = 864 m²
∴ The area of a rectangular playground is 864 m².
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Question No 5 :-
➦ One side of a square tile is 15.6 cm. Find the area of the tile.
Given :-
- One side of a square is 15.6 cm.
To Find :-
- What is the area of the tile.
Formula Used :-
➲ Area of Square = (Side)²
Solution :-
Given :
- Side = 15.6 cm
According to the question by using the formula we get,
↦ Area of the tile = (15.6)²
↦ Area of the tile = 15.6 × 15.6
↦ Area of the tile = 156/10 × 156/10
↦ Area of the tile = 24336/100
➠ Area of the tile = 243.36 cm²
∴ The area of the tile is 243.36 cm².