What is the volume of the right triangular prism shown? (3.0K)

A)

20 m^{3}

B)

144 m^{3}

C)

200 m^{3}

D)

288 m^{3}

3

A cube has a side length of 5 mm. What is the volume of the cube?

A)

15 mm^{3}

B)

25 mm^{3}

C)

125 mm^{3}

D)

150 mm^{3}

4

A right cylinder has a radius of 3 cm and a height of 10 cm. What is the volume of the cylinder?

A)

287 cm^{3}

B)

245 cm^{3}

C)

94 cm^{3}

D)

28 cm^{3}

5

A fish tank is in the shape of a cube measuring 60 cm on a side, with one corner cut out as shown. How much water will the tank hold? (9.0K)

A)

216 000 cm ^{3}

B)

213 000 cm ^{3}

C)

21 600 cm ^{3}

D)

180 cm ^{3}

6

A cylindrical silo has a base of area 80 m ^{2}. It can hold 1600 m ^{3} of grain. What is the height of the silo?

A)

128 000 m

B)

40 m

C)

20 m

D)

10 m

7

A can of condensed soup has a diameter of 10 cm and a height of 12 cm. To make the soup, a can of water of the same volume must be added. What volume of soup can be made? (46.0K)

A)

1885 cm ^{3}

B)

942 cm ^{3}

C)

471 cm ^{3}

D)

236 cm ^{3}

8

A log is machined into a rectangular prism measuring 30 cm by 30 cm by 3 m. A cylindrical hole of diameter 6 cm is bored along its length to act as a conduit for wiring. What is the volume of the wood remaining?

A)

0.270 m ^{3}

B)

0.262 m ^{3}

C)

0.135 m ^{3}

D)

0.131 m ^{3}

9

Recall that 1 L = 1000 cm^{3}. Nelida made 50 L of apple cider, and canned it using cylindrical cans with a radius of 4 cm and a height of 12 cm. How many cans will she need?

A)

48

B)

50

C)

83

D)

603

10

Nelida will pack 24 cans of her apple cider into a box in a 4 by 6 pattern. What is the minimum volume of the box required?

A)

18 432 cm ^{3}

B)

9216 cm ^{3}

C)

2304 cm ^{3}

D)

1536 cm ^{3}

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