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Then/Now You have already found the areas of rectangles and triangles. (Lesson 5–1) Find volumes of prisms.

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Vocabulary volume The measure of space occupied by a three-dimensional region

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Concept For our class and for the PSSA, we will only deal with rectangular prisms that have the formula V=lwh

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Example 1 Find the Volume of a Rectangular Prism Find the volume of the rectangular prism. V=lwhFormula for volume of a prism V=ℓ ● w ● hThe base is a rectangle, so B = ℓ ● w. V=25 ● 16 ● 8ℓ = 25, w = 16, h = 8 V=3200 cm 3 Simplify. Answer: The volume is 3200 cubic centimeters.

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Example 1 Find the Volume of a Rectangular Prism Find the volume of the rectangular prism. V=lwhFormula for volume of a prism V=ℓ ● w ● h V=8 ● 5 ● 21ℓ = 8, w = 5, h = 21 V=840 ft 3 Simplify. Answer: The volume is 840 cubic feet 5 ft 8 ft 21 ft

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A.A B.B C.C D.D Example 1 CYP A.11.5 ft 3 B.22.5 ft 3 C.45 ft 3 D.81 ft 3 Find the volume of the prism.

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Example 3 Find the Missing Length BAKING Cake batter is poured into a pan that is a rectangular prism with an 8-inch square base. If the cake batter occupies 192 cubic inches, what will be the height of the batter? Answer: The height of the batter is 3 inches. V=BhFormula for volume of a prism V= ℓ ● w ● hReplace B with ℓ ● w. 192=8 ● 8 ● hReplace V with 192, ℓ with 8, and w with 8. 192=64hSimplify. 3=hDivide each side by 64.

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A.A B.B C.C D.D Example 3 A.2 feet B.4 feet C.8 feet D.30 feet SWIMMING POOLS A swimming pool is filled with 960 cubic feet of water. The pool is a rectangular prism 20 feet long and 12 feet wide and is the same depth throughout. Find the depth of the water.

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End of the Lesson

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