Two cones have their height in the ratio 2:3 and
radii in the ratio 5:2 . The ratio of their volume is .
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The ratio of there volume is
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The ratio of volumes of cones will be 25:6.
Given:
- Two cones have their height in the ratio 2:3 and
- radii in the ratio 5:2 .
To find:
- Find the ratio of their volumes.
Solution:
Formula to be used:
Volume of the cone :
Step 1:
Write the given ratios.
Let the radius of one cone be and the other is .
Similarly, heights of cones are respectively.
ATQ,
and
Step 2:
Find the ratio of volumes.
Thus,
Ratio of volumes of cones will be 25:6.
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