Question

Calculate the volume of each cylinder.
V = BH
Left cylinder
H= 8
B= 3
Right cylinder
H= 4
B= 6

Answer 1

To calculate the volume of a cylinder, we use the formula:

\[ V = B \times H \]

Where \( B \) is the area of the base and \( H \) is the height of the cylinder.

However, you provided values for \( B \) that do not seem to be directly interpretable as the base area for a cylindrical volume, where the base area \( B \) is typically defined as \( B = \pi r^2 \) for a circular base. It seems like you provided \( B \) as a numerical value, which might denote some kind of base area. I’ll proceed with your values as provided and assume you meant them as the effective base area.

### Left Cylinder:

- Height \( H = 8 \)
- Base area \( B = 3 \)

Calculating the volume:

\[
V_{\text{left}} = B \times H = 3 \times 8 = 24
\]

### Right Cylinder:

- Height \( H = 4 \)
- Base area \( B = 6 \)

Calculating the volume:

\[
V_{\text{right}} = B \times H = 6 \times 4 = 24
\]

### Summary of Volumes:
- Volume of the Left Cylinder: \( 24 \) cubic units
- Volume of the Right Cylinder: \( 24 \) cubic units

Both cylinders have the same volume of \( 24 \) cubic units.