How would you find the volume of an ice-cream cone with ice cream in it? What measurements would you need? Complete the explanation. An ice-cream cone is composed approximately of a semi- (select) v and a cone. You need the radius of the cone and the (select) v of the cone. Use the volume of a cone formula and add it to the volume of 1 2. 1 the (select) divided by 2: arh +- . You can then simplify.

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
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How would you find the volume of an ice-cream cone with ice cream in it? What measurements would you need? Complete the explanation.
 
An ice-cream cone is composed approximately of a semi- ______ (Sphere or Circle) and a cone. You need the radius of the cone and the _____ (Diameter or Height) of the cone. Use the volume of a cone formula and add it to the volume of the _____ (Circle or Sphere) 
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How would you find the volume of an ice-cream cone with ice cream in it? What measurements would
you need? Complete the explanation.
An ice-cream cone is composed approximately of a semi- (select) v and a cone. You need the radius of
the cone and the (select)
| of the cone. Use the volume of a cone formula and add it to the volume of
1 2.
1
the (select) v divided by 2: - trh + -
. You can then simplify.
3
3
Transcribed Image Text:How would you find the volume of an ice-cream cone with ice cream in it? What measurements would you need? Complete the explanation. An ice-cream cone is composed approximately of a semi- (select) v and a cone. You need the radius of the cone and the (select) | of the cone. Use the volume of a cone formula and add it to the volume of 1 2. 1 the (select) v divided by 2: - trh + - . You can then simplify. 3 3
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