Home
Class 14
MATHS
A rectangular pathway having width 4.5 m...

A rectangular pathway having width 4.5 m and length 10 m will have to be tiled using square tiles of side 50 cm. Each packet of such tiles contains 20 pieces and costs Rs. 100. What will be the total cost of tiles for the pathway ?

A

Rs. 1,200

B

Rs. 1,100

C

Rs. 1,000

D

Rs. 900

Text Solution

AI Generated Solution

Promotional Banner

Similar Questions

Explore conceptually related problems

The cost of one packet of balls having 20 balls is rs 100. What will be the cost of 24 balls

An area of rectangular floor with dimensions 90 cm and 40 cm is to be paved with square tiles of side 20 cm. How many such tiles will be required ?

A rectangular path of 60m length and 3m width is covered by square tiles of side 25cm. How many tiles will there be in one row along its width? How many such rows will be there? Find the number of tiles used to make this path?

A rectangular path of 60 m length and 3 m width is covered by square tiles of side 25 cm. How many tiles will there be in one row along its width? How many such rows will be there? Find the number of tiles used to make this path?

A rectangular room is 20 m 16 cm long and 15 m 60 cm wide. It is paved with square tiles of the same size. Find the greatest size of each tile.

A floor is 4.5 m long and 3.6 m wide. A 6 cm square tile costs Rs 23.25. What will be the cost to cover the floor with these tiles?

A rectangular hall is 18m72cm long and 13m20cm broad.It can be paved with square tiles of the same size.Find the least possible number of such tiles.

A rectangular courtyard,3.78m long and 5.25m broad,is to be paved exactly with square tiles,all of the same size.Find the least number of square tiles covered.

A room is 14.4 m long and 6.4 m wide. Its floor is to be covered with rectangular tiles of size 24 cm by 16 cm. Find the total cost of tiles at Rs. 15 per tile.

A rectangular courtyard is 18m 72cm long and 13m 20cm broad. It is to be paved with square tiles of the same size. Find the least possible number of such tiles.