6) a) Follow the example by filling in the blanks, to find the volume of the cone. Area of a circle; A = r² Volume of a cylinder, multiply Letr = 5 in. We multiple area of circle By height. Let h=7 in. Area- Volume- b) Use the same reasoning as above to find the volume of the square pyramid. square with side - 3 cm. height is 5 cm. Area - Volume= Volume of a cone we Volume of cylinder by 1/3. "circular pyramid" Volume- Square pyramid Volume=

Elementary Geometry For College Students, 7e
7th Edition
ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
ChapterP: Preliminary Concepts
SectionP.CT: Test
Problem 1CT
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6) a) Follow the example by filling in the blanks, to find the volume of the cone.
Area of a circle; A = xr²
Volume of a cylinder,
multiply
Letr = 5 in.
We multiple area of circle
By height. Let h=7 in.
Area-
Volume-
b) Use the same reasoning as above to find the volume of the square pyramid.
square with side - 3 cm.
height is 5 cm.
Volume=
Area -
Volume of a cone we
Volume of cylinder by 1/3.
"circular pyramid"
Volume-
Square pyramid
Volume-
Transcribed Image Text:6) a) Follow the example by filling in the blanks, to find the volume of the cone. Area of a circle; A = xr² Volume of a cylinder, multiply Letr = 5 in. We multiple area of circle By height. Let h=7 in. Area- Volume- b) Use the same reasoning as above to find the volume of the square pyramid. square with side - 3 cm. height is 5 cm. Volume= Area - Volume of a cone we Volume of cylinder by 1/3. "circular pyramid" Volume- Square pyramid Volume-
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