5. A room is 13 m long and 10 m broad. Find the cost of carpeting the floor at the rate of 6 per mस्क्वायर
Answers
Understanding the question:-
Here, a room is given with the length of 13m and breadth of 10m. We are supposed to find the cost of carpenting the floor at the rate of 6 units per meter square. In our question, length and breadth is given so its sure that floor is in the rectangular shape, not in square.
Required answer:-
Given:- length of room is 13m and breadth is 10m. Carpenting cost of per m² is Rs.6 .
Solution:-
As we know that the shape of flore is rectangular, so:-
⇒ Area of floor = length × breadth
⇒ Area of floor = 13m × 10m
⇒ Area of floor = 130m²
Now,
Rate of carpentering per m² = 6 units.
Rate of carpentering 130m² = 6 × 130
Rate of carpentering 130m² = 780 units.
Therefore, cost of carpenting the floor is 780 units of money.
★ This question says that a room is 13 metres as it's length and 10 metres as it's breadth. We have to find out the cost of carpeting the floor at the cost of 6 Rupees per metre²..!
★ Length of the room = 13 m
★ Breadth of the room = 10 m
★ Carpeting the floor at cost of 6 Rupees per metres²
★ The cost of carpeting the floor at the cost of 6 Rupees per metre²
★ The cost of carpeting the floor at the cost of 6 Rupees per m² = Rupees 780.
★ Area of rectangle formula.
★ Area of rectangle = Length × Breadth
~ Firstly let us find the area of room..! We have to use the formula to find area of rectangle.
↝ Area of rectangle = Length × Breadth
↝ Length of floor = 13 m
↝ Breadth of floor = 10 m
↝ Area of floor = Length × Breadth
- ↝ Area of floor = 13 × 10
- ↝ Area of floor = 130 m²
~ Now it's given that the cost of carpeting the floor at the cost of 6 Rupees per metre²
↝ Cost = 6 × 130
↝ Cost = Rupees 780