AnswersCommon Core Algebra II - MA3111 B-ICModeling with Periodic Functions

Modeling with Periodic Functions Answers

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1
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The given three-dimensional solid is .

A
a triangular prism
B
a rectangular prism
C
a hexagonal prism
D
an octagonal prism
2
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One of the bases is .

A
rectangle JMKH
B
rectangle HKLI
C
rectangle JMLI
D
triangle KML
4

Determine which statements are true regarding the given solid. Check all that apply.

A
The three-dimensional solid is a hexagonal pyramid.
B
The three-dimensional solid is a hexagonal prism.
C
The solid can be created by stacking the same-size hexagons vertically.
D
The solid can be created by stacking dilated hexagons vertically.
E
Point D is the apex of the pyramid.
6

What solid will be produced if rectangle ABCD is rotated around line m? Assume that the line bisects both sides it intersects. What will the dimensions of the three-dimensional solid be?

A
rectangular prism; length = 12 in.; width = 6 in.; height = 5 in.
B
triangular prism; length = 12 in.; width = 6 in.; height = 5 in.
C
cylinder; radius = 12 in.; height = 5 in.
D
cylinder; radius = 6 in.; height = 5 in.
7

Which two-dimensional figure will create a cone with a radius of 3.5 and a height of 7?

A
Option
B
Option
C
Option
8

Which three-dimensional solid can have a vertical cross section that is a circle with a radius of 7?

A
Option
B
Option
C
Option
D
Option
10

What solid will be produced if rectangle ABCD is rotated around line m? Assume that the line bisects both sides it intersects. What will the dimensions of the three-dimensional solid be?

A
rectangular prism; length = 12 in.; width = 6 in.; height = 5 in.
B
triangular prism; length = 12 in.; width = 6 in.; height = 5 in.
C
cylinder; radius = 12 in.; height = 5 in.
D
cylinder; radius = 6 in.; height = 5 in.

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