5. A godown measures 40 m X 25 m X 15 m. Find the maximum number of wooden crates, each measuring 1.5 mx1.25 m X 0.5 m, that can be stored in the godown.
Answers
Answer:
16000
Step-by-step explanation:
Given measures 40m×25m×15m
Area of godown=40m×25m×15m
=15,000m.
No of wooden measuring 1.5m×1.25m×0.5m
area of crate =1.5m×12.5m×0.5m
=0.9375
∴ No of crate = Area of godown/Area of crate
=
0.9375
15,000
=16,000
∴ The answer is 16,000.
Answer:
16000
Step-by-step explanation:
Given: Dimensions of the godown are 40m × 25m × 15m and that of crate is 1.5m × 1.25m × 0.5m
We have to find the number of crates that can be stored in the godown.
Since the godown and crates are cuboidal in shape, their volume will be equal to the volume of the cuboid.
The volume of cuboid of length l, breadth b, and height h, is l × b × h
The maximum number of wooden crates that can be stored in the godown will be the ratio of the volume of the godown to the volume of a wooden crate.
Length of the godown, breadth of the godown and height of the godown are L = 40 m, B = 25 m and H = 15 m respectively.
Capacity of the godown = L × B × H
= 40m × 25m × 15m
= 15000 m3
Length of the crate, l = 1.5 m
Breadth of the crate, b =1.25 m
Height of the crate, h = 0.5 m
Volume of each crate = l × b × h
= 1.5m × 1.25m × 0.5m
= 0.9375 m3
Number of crates = 15000m3/0.9375m3 = 16000
The maximum number of wooden crates that can be stored in the godown is 16000.