A right circular cone has volume of 7 cm^3 . What volume would a right circular cylinder have if the base and the altitude of the cylinder were congruent to the base and altitude of the cone ?
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Answer:
21 cm^3
Step-by-step explanation:
volume of cone equals to πr^2h/3
volume of cylinder is equal to πr^2h
so volume of cylinder is three times the volume of cone when base and altitude of cone and cylinder are equal so show the volume of the cylinder is equals to 3 times ( area of right circular cone)
= 3× 7
21cm^3
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