Answer:
Volume of right cylinder =2.1 times the volume of right pyramid
Step-by-step explanation:
We are given that Cross-sectional area of right pyramid and a right cylinder are congruent.
The height of pyramid =10 units
The height of right cylinder =7 units
We have to find the conclusion that can be made from given information.
We know that Volume of right cylinder =
Volume of right pyramid =
Where B=Area of base of pyramid
Volume of right cylinder =
We know that base area of right cylinder=B =
Therefore, volume of cylinder =
Volume of right pyramid =
Volume of right pyramid =
We are given that cross section area of right pyramid is congruent to cross section area of right cylinder


=
=2.1
Volume of right cylinder =2.1 times the volume of right pyramid
Therefore, the conclusion is volume of cylinder is 2.1 times the volume of pyramid .