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QUIZ REVIEW Interior Angle Measures
Changes in Dimension of Perimeter and Area Surface Area
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1 Using (n-2)180, find the sum of the interior angle measures of the given polygon: hexagon Show all work.
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ANSWER: hexagon – 6 sides
(6-2)180 4(180) 720⁰
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2 Suppose the side lengths of the parallelogram below are multiplied by ⅓. What effect would this have on the perimeter? Justify your answer.
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ANSWER: Original Perimeter: = 42 inches New Perimeter: = 14 inches Because the sides are ⅓ times the original, then the new perimeter is ⅓ times the original perimeter.
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3 Find the missing angle measure for the triangle to the right.
Show all work.
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ANSWER: = 80 180 – 80 = 100 100⁰
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4 The measures of the angles of triangle XYZ are in the ratio 3:3:6.
What are the measures of the angles? Show all work.
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45⁰ 90⁰ work: ANSWER: Ratio: 3:3:6 Add 3 + 3 + 6 3 + 3 + 6 = 12
180 ÷ 12 (to find one measure) One measure is 15⁰ 3(15) = 45⁰ 6(15) = 90⁰ ANSWER: 45⁰ 90⁰
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5 Find the surface area of the rectangular prism. front and back
top and bottom two sides
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SA = 800 in2 ANSWER: SURFACE AREA: Top: 15 • 10 = 150
Bottom: 15 • 10 = 150 Front: 15 • 10 = 150 Back: 15 • 10 = 150 Side 1: 10 •10 = 100 Side 2: 10 •10 = 100 SA = 800 in2
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6 A rectangle measures 4 feet by 8 feet.
Suppose the side lengths are multiplied by 2.5. What effect would this have on the area? Justify your answer.
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ANSWER: Original Area: New Area: 4 8 = 32 feet 20 = 200 feet2 Because the side lengths increased 2.5 times, the new area is 2.52 = 2.5 OR 6.25 times larger than the original area.
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7 The soccer ball below consists of repeating pentagons and hexagons. Find the measure of one interior angle of a pentagon. Use (n-2)180. Show all work.
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ANSWER: (5 – 2)180 (3)180 540 ⁰ 540 ÷ 5 (to find one angle measure) 108⁰
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8 Find the missing angle measure for the triangle to the right.
Show all work.
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ANSWER: = 135 180 – 135 = 45 45⁰
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9 CARPENTRY Bryan is sanding a set of speaker boxes that he built for his room. What is the surface area of each box? SHOW ALL WORK
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Surface Area: Front: 1.1 • 4.6 = 5.06 Back: 1.1 • 4.6 = 5.06
ANSWER: Surface Area: Front: 1.1 • 4.6 = 5.06 Back: 1.1 • 4.6 = 5.06 Top: 1.1 • 2.2 = 2.42 Bottom: 1.1 • 2.2 = 2.42 Side 1: 4.6 • 2.2 = 10.12 Side 2: 4.6 • 2.2 = 10.12 SA = 35.2 ft2
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10 The measures of the angles of triangle RST are in the ratio 2:4:9.
What are the measures of the angles? Show all work.
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24⁰ 48⁰ 108⁰ work: ANSWER: Ratio: 2:4:9 Add 2 + 4 + 9 2 + 4 + 9 = 15
180 ÷ 15 (to find one measure) One measure is 12⁰ 2(12) = 24⁰ 4(12) = 48⁰ 9(12) = 108⁰ ANSWER: 24⁰ 48⁰ 108⁰
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