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Published byAaliyah Miles Modified over 3 years ago

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The amount of space that an object occupies is the volume of the object. To calculate volume of a cylinder, take the product of the area of its base and its height. V = Area of base x height Volume is measure in cubic units.

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To find the volume, calculate the area of the base and multiply by the height. Circles A = A = (3.14)(5) 2 A = 78.5 cm 2 Height = 20 cm V = h = 78.5(20) = 78.5(20) = 1570 cm 3 = 1570 cm 3 V = Area of base x height

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To find the volume, calculate the area of the base and multiply by the height. V = Area of base x height

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To find the volume, calculate the area of the base and multiply by the height. Height = 8 mm V = h = 50.24(8) = 50.24(8) = 401.92 mm 3 = 401.92 mm 3 V = Area of base x height Circles A = A = (3.14)(4) 2 A = 50.24 mm 2

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To find the volume, Multiply of the volume of a cylinder Height = 9 m V = h = = 235.5 m 3 = 235.5 m 3 V = Volume of cylinder 1313 1313 1313 706.5 3 Circles A = A = (3.14)(5) 2 A = 78.5 m 2 V = h = 78.5(9) = 78.5(9) = 706.5 m 3 = 706.5 m 3

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To find the volume, Multiply of the volume of a cylinder V = Volume of cylinder 1313 1313

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To find the volume, Multiply of the volume of a cylinder Height = 9.5 cm V = h = = 357.96 cm 3 = 357.96 cm 3 V = Volume of cylinder 1313 1313 1313 1073.88 3 Circles A = A = (3.14)(6) 2 A = 113.04 cm 2 V = h = 113.04(9.5) = 113.04(9.5) = 1073.88 cm 3 = 1073.88 cm 3

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Volume of a Triangular Prism Volume of Rectangular Prism Volume of a Pyramid V = Area of base x height V = lwh V = Area of base x height V = (h) bh 2 V = Area of base x height 1313 Volume of a Cone V = Volume of cylinder V = h 1313 1313

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Volume of Cylinder V = Area of base x height V = h

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Class work Check solutions to Lesson 24 Copy down examples and notes to this lesson. Complete Lesson 25 worksheet

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