Multiple Choice
Identify the
choice that best completes the statement or answers the question.
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1.
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What is the total surface area of a cylinder with a circumference of 37.68 cm
and a height of 34 cm?
A) | 226.08 cm2 | B) | 37.68 cm2 | C) | 1281.12
cm2 | D) | 1507.2 cm2 |
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2.
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A 3-D object with two parallel and congruent circular bases is a
A) | sphere | C) | cylinder | B) | triangular prism | D) | rectangular
prism |
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3.
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If only the two ends of the roof area need to be painted, what is the total
surface area that needs to be painted?  A) | 16.4 m2 | B) | 45.6 m2 | C) | 65.6 m2 | D) | 32.8
m2 |
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4.
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The surface area of this triangular prism would be calculated as 
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5.
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The minimum number of views needed to describe a 3-D object is
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6.
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What is the surface area of the 3-D object shown below?  A) | 8 cm2 | C) | 40 cm2 | B) | 16 cm2 | D) | 32
cm2 |
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7.
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What is the total surface area of a cylinder with a radius of 1 cm and a height
of 12 cm?
A) | 78.5 cm2 | B) | 12.56 cm2 | C) | 81.64 cm2 | D) | 175.8
cm2 |
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8.
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To find the surface area of a cube, you must know the dimensions of
A) | 3 faces | B) | 1 face | C) | 2 faces | D) | 6
faces |
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9.
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The following net would create a  A) | right rectangular prism | C) | cylinder | B) | cube | D) | right
triangular prism |
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10.
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A 3-D object that is turned so that the top moves to the right and downward is
said to be turning in a(n)
A) | counter clockwise rotation | C) | anti-clockwise
rotation | B) | clockwise rotation | D) | corner rotation |
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11.
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Which view best represents the top of this 3-D object? 
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12.
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What 3-D object can the net illustrated below be folded to create?  A) | sphere | B) | cylinder | C) | cube | D) | oblong
box |
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13.
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A prism with sides that are perpendicular to the bases is called a
A) | cube | C) | right prism | B) | regular prism | D) | perpendicular
prism |
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14.
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What is the total surface area of this cylinder?  A) | 87.92 cm2 | B) | 113.04 cm2 | C) | 100.48
cm2 | D) | 138.16 cm2 |
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15.
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Which net could be folded to create this 3-D object? 
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16.
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Which view best represents the front of this 3-D object? 
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