How to do this Surface area and volume question? Please help me. I will mark you as brainliest
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heya mate...
here is your answer...
Given :
CSA of cylindrical pillar is 264 m²
Volume of the cylindrical pillar is 924 m³
To be found,
Diameter and the height of the pillar.
Let the radius be r and height be h.
CSA of the pillar = 2πrh
=> 264 = 2 × 22/7 × r × h
=> 264 = 44/7 × rh
=> 264 × 7/44 = rh
=> 42 = rh ______(i)
Now,
Volume of the cylindrical pillar = πr²h
=> 924 = 22/7 × r × r × h
=> 924 × 7/22 = × r × r × h
=> 294 = r × r × h
=> 294 = r × 42
[ as from equation (i) we get rh = 42 ]
=> 249/42= r
=> 7 = r
Therefore, radius (r) is 7 m.
And from equation (i),
=> 42 = rh
=> 42 = 7 × h
=> 42/7= h
=> 6 = h
Therefore, height (h) is 6m.
Hence,
Diameter = 2 × radius = 2 × 7 = 14 m
and height = 6
here is your answer...
Given :
CSA of cylindrical pillar is 264 m²
Volume of the cylindrical pillar is 924 m³
To be found,
Diameter and the height of the pillar.
Let the radius be r and height be h.
CSA of the pillar = 2πrh
=> 264 = 2 × 22/7 × r × h
=> 264 = 44/7 × rh
=> 264 × 7/44 = rh
=> 42 = rh ______(i)
Now,
Volume of the cylindrical pillar = πr²h
=> 924 = 22/7 × r × r × h
=> 924 × 7/22 = × r × r × h
=> 294 = r × r × h
=> 294 = r × 42
[ as from equation (i) we get rh = 42 ]
=> 249/42= r
=> 7 = r
Therefore, radius (r) is 7 m.
And from equation (i),
=> 42 = rh
=> 42 = 7 × h
=> 42/7= h
=> 6 = h
Therefore, height (h) is 6m.
Hence,
Diameter = 2 × radius = 2 × 7 = 14 m
and height = 6
22kamiyagoel:
plz mark me as brainliest
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