**Q1: **

Given that the volume of each small cube is 1 cubic unit, find the volume of this prism.

**Q2: **

Each of these rectangular prisms is made up of unit cubes. Which has a volume of 9 cubic units?

- A
- B
- C
- D

**Q3: **

Daniel and Chloe are calculating the volume of a rectangular prism with length 22 m,
height 13 m,
width 6 m.
Daniel said that the volume is 1 716 m^{3},
and Chloe said it was 78 m^{3}.
Who is correct?

- ADaniel
- BChloe

**Q4: **

The bigger triangular prism has a volume of 6 400 cubic meters. The dimensions of the smaller prism are one-fourth of the dimensions of the bigger prism. What is the volume of the smaller prism?

**Q5: **

Find the volume of the given oblique rectangular prism.

**Q6: **

Determine the volume of an oblique hexagonal prism with a base area of 125 square centimeters and a perpendicular height of 10.4 centimeters.

**Q8: **

A triangular pyramid has a triangle with base 9.5 and height 8. If the height of the pyramid is 12.2, what is its volume, to the nearest hundredth?

**Q9: **

Determine, to the nearest tenth, the volume of the given solid.

**Q10: **

If the base area of the shown solid is 1 970 cm^{2}, determine, to the nearest tenth, its volume.

**Q11: **

Find, to one decimal place, the volume of a triangular pyramid with a height of 7 centimeters, where the right-triangular base has a leg of 5 centimeters and a hypotenuse of 6.7 centimeters.

**Q12: **

Find the volume of the following regular pyramid approximating the result to the nearest hundredth.

**Q13: **

Given that a square pyramid has a base perimeter of 24 cm and a height of 23 cm, determine its volume in cubic centimeters.

- A
1 104
- B184
- C828
- D276

**Q14: **

Find the volume of a right square pyramid whose height is 45 cm and base side length is 25 cm.

- A
16 875cm
^{3} - B
28 125cm
^{3} - C
3 125cm
^{3} - D
9 375cm
^{3}

**Q15: **

Find the height of a regular pyramid whose volume is 196 cm^{3} and base area is 42 cm^{2}.

**Q16: **

Given that a square pyramid has a volume of 372 cm^{3} and a height of 31 cm, determine the perimeter of its base.

- A 36 cm
- B 6 cm
- C 124 cm
- D 24 cm

**Q17: **

Determine, to the nearest hundredth, the volume of the given solid.