12:40Volume Week 1Volume=Base Shape=Base Shape=,Area of Base=Area of Base=4 m8 mVolume=8 kmVolume=4.3 m5 m3.2 km3 mBase Shape=Base Shape=Area of Base=Area of Base=7cmVolume=Volume=11.7 in8cmy8 in11cm10 in9cmPrisms and Cylinderscones and pyramidsFormula:Steps:1. Identify the base shape(2D Shape)2. Find area of base shape3. Multiple Base Area by the Volume height.4. Divide by 3Base Shape=Base Shape=12 cmArea of Base=7 mi2 mi11 cm11 cmVolume=Area of Base=Volume=Base Shape=Base Shape= 4 miArea of Base=Area of Base=4 miVolume=Volume=5 mi6 mBase Shape=Base Shape=18 mi5 irArea of Base=Area of Base=Volume=Volume=18 mi2 in5 inBase Shape=Base Shape=4 ydArea of Base=Area of Base= 12:40Volume Week 1Cavalieri’s PrincipleCavalieri's Principle is a strategy that can be used for approximating theshaped figure, by breaking the figure into small cross sections. This strategy is commonly used forof an irregularlysolids.It can be observed that thea right solid of the sameofsolid istoandVolume=Volume=15 cm4.2 cmVolume=1.6 cm2.8 cm5cm10 cm16 cm3 cmVolume=10 cmSteps:Formula:1.Identify the base shape (2D Shape)Find area of base shapeMultiple Base Area by the Volume height.2.3.Base Shape=Base Shape=Area of Base=Area of Base=3 mi4 miVolume=Volume=11 mi5 mi40 mi5 miBase Shape=4 ftBase Shape=Area of Base=3 ft7 cmVolume=5 cm6 cmArea of Base=3.5 ftVolume=Base Shape=Base Shape=Area of Base=Area of Base=4 m8 mVolume=8 kmVolume=4.3 m5 m3.2 km3 mju6iau

Name: 12:40Volume Week 1Volume=Base Shape=Base Shape=,Area of Base=Area of
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Description: 12:40Volume Week 1Volume=Base Shape=Base Shape=,Area of Base=Area of Base=4 m8 mVolume=8 kmVolume=4.3 m5 m3.2 km3 mBase Shape=Base Shape=Area of Base=Area of Base=7cmVolume=Volume=11.7 in8cmy8 in11cm10 in9cmPrisms and Cylinderscones and pyramidsForm

Answered: Image /qna-images/answer/876c31a1-71a9-453e-8c7f-9b733a671f9e.jpg

Answered: Volume= Base Shape= Area of Base= 4 m 8…

Math

Geometry

Volume= Base Shape= Area of Base= 4 m 8 m Nolume= 4.3 m 5m 3m

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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Topic Video

Question

12:40
Volume Week 1
Volume=
Base Shape=
Base Shape=,
Area of Base=
Area of Base=
4 m
8 m
Volume=
8 km
Volume=
4.3 m
5 m
3.2 km
3 m
Base Shape=
Base Shape=
Area of Base=
Area of Base=
7cm
Volume=
Volume=
11.7 in
8cmy
8 in
11cm
10 in
9cm
Prisms and Cylinders
cones and pyramids
Formula:
Steps:
1. Identify the base shape
(2D Shape)
2. Find area of base shape
3. Multiple Base Area by the Volume height.
4. Divide by 3
Base Shape=
Base Shape=
12 cm
Area of Base=
7 mi
2 mi
11 cm
11 cm
Volume=
Area of Base=
Volume=
Base Shape=
Base Shape= 4 mi
Area of Base=
Area of Base=
4 mi
Volume=
Volume=
5 mi
6 m
Base Shape=
Base Shape=
18 mi
5 ir
Area of Base=
Area of Base=
Volume=
Volume=
18 mi
2 in
5 in
Base Shape=
Base Shape=
4 yd
Area of Base=
Area of Base=

12:40
Volume Week 1
Cavalieri’s Principle
Cavalieri's Principle is a strategy that can be used for approximating the
shaped figure, by breaking the figure into small cross sections. This strategy is commonly used for
of an irregularly
solids.
It can be observed that the
a right solid of the same
of
solid is
to
and
Volume=
Volume=
15 cm
4.2 cm
Volume=
1.6 cm
2.8 cm
5cm
10 cm
16 cm
3 cm
Volume=
10 cm
Steps:
Formula:
1.
Identify the base shape (2D Shape)
Find area of base shape
Multiple Base Area by the Volume height.
2.
3.
Base Shape=
Base Shape=
Area of Base=
Area of Base=
3 mi
4 mi
Volume=
Volume=
11 mi
5 mi
40 mi
5 mi
Base Shape=
4 ft
Base Shape=
Area of Base=
3 ft
7 cm
Volume=
5 cm
6 cm
Area of Base=
3.5 ft
Volume=
Base Shape=
Base Shape=
Area of Base=
Area of Base=
4 m
8 m
Volume=
8 km
Volume=
4.3 m
5 m
3.2 km
3 m
ju6iau

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