Explain relationship between volumes of cylinder and cone
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Answered by
2
Heyaaa...
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If the height and base radius of a cone and cylinder are same as h and r, respectively, then the relation between their volumes is:
Let,
v = volume of cone [ (1/3) 'pi' r² h ]
V = volume of cylinder [ 'pi' r² h ]
v = (1/3)V
-WonderGirl
__________________
If the height and base radius of a cone and cylinder are same as h and r, respectively, then the relation between their volumes is:
Let,
v = volume of cone [ (1/3) 'pi' r² h ]
V = volume of cylinder [ 'pi' r² h ]
v = (1/3)V
-WonderGirl
Answered by
1
Answer:
When a cone and cylinder have the same height and radius the cone will fit inside the cylinder. The volume of the cone will be one-third that of the cylinder. If the radius or height are different, then there is no relationship between them.
Step-by-step explanation:
it's the sample response
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