The length of a cuboid is twice the breadth and thrice the height. If the volume of the cuboid is 972,find the breadth of the cuboid.
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Answered by
7
Answer:
Let the height be h, length be 6l, and breadth be b.
According to question:
6l = 2b = 3h
6l = 2b and 6l = 3h
3l = b and 2l = h
Given, volume = 972
= > length*breadth*height = 972
= > 6l*3l*2l = 972
= > l^3 = 972/36
= > l^3 = 27
= > l = 3
Hence, breadth = 3l = 3(3) = 9 Breadth of the cuboid is 9
Answered by
0
Answer:
Step-by-step explanation:
Let the height be h, length be 6l, and breadth be b.
According to question:
6l = 2b = 3h
6l = 2b and 6l = 3h
3l = b and 2l = h
Given, volume = 972
= > length*breadth*height = 972
= > 6l*3l*2l = 972
= > l^3 = 972/36
= > l^3 = 27
= > l = 3
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