Find the volume.
112 in^3
168 in^3
84 in^3
336 in^3
Which formula shows how to find the volume for this 3D figure?
V = (8)(3)(5)/2
V = (8)(3)(5)/3
V = (8)(3)(5)
V = (3)(5)
Find the lateral surface area
30 ft^2
72 ft^2
36 ft^2
60 ft^2
If 36 square pyramids are filled with water, how many square prisms (w/ the same base area and height) can you fill?
108
18
36
12
What is the formula for finding the volume of the figure below?
V = Bh/3
V = bh
V = Bh
V = Bh/2
Solve for the volume of the figure.
195 ft^3
1072.5 ft^3
172 ft ^3
94 ft ^3
Find the volume of the figure below.
15 in^3
40 in^3
60 in^3
120 in^3
What is the formula for B?
B = (11)(13)
B = (11)(13) / 2
B = (11)(15)/3
B = (11)(15)/ 2
Find the volume
4707 u^3
2353.5 u^3
196 u^3
1569 u^3
Find the total surface area
185 in^2
80 in^2
25 in^2
105 in^2
Solve for B.
15 m^2
25 m^2
30 m^2
50 m^2
3 prisms fit in one pyramid that has the same base area and height.
True
False
Which of the following statements is true?
Both have a triangular base.
One is a pyramid and one is a prism.
They are both prisms.
They are pyramids.
Solve for volume.
50 m^3
300 m^3
150 m^3
100 m^3