Help on this please?

In the figure, Cylinders A and B have equal radii and equal heights. Cylinder A is a right circular cylinder; Cylinder B is an oblique circular cylinder. The measure of angle KML is 70°.

*Screenshot on the bottom!*

The volume of Cylinder A is VA. What is the volume of Cylinder B in terms of Cylinder A?
a. VA · sin 70°
b. VA · cos 70°
c. VA

Question

Help on this please?

In the figure, Cylinders A and B have equal radii and equal heights.  Cylinder A is a right circular cylinder; Cylinder B is an oblique circular cylinder.  The measure of angle KML is 70°.

*Screenshot on the bottom!*

The volume of Cylinder A is VA.  What is the volume of Cylinder B in terms of Cylinder A?
 a. 	VA · sin 70°
b. 	VA · cos 70°
c. 	VA

anonymous · Answer

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anonymous · Answer

Tricky, this one. Ok I was looking for the name of the theorem but I can't find it. There is a theorem that says any cylinders with equal bases and equal heights have equal volume. So both your cylinders have the same volume.