Multiple Choice Identify the
choice that best completes the statement or answers the question.
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1.
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Use the properties of angle
measures to find the measure of each marked angle.
a = ( 2x +
8)° b = ( 4x - 62)°
a. | 35°,
35° | c. | 55°,
55° | b. | -16°, -16° | d. | 78°, 78° |
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2.
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Use the properties of angle
measures to find the measure of each marked angle.
a
= (x + 18)° b = (x +
118)°
a. | 11°, 22°,
57° | c. | 11°,
22°, 147° | b. | 22°, 29°, 129° | d. | 79°, 79°,
22° |
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3.
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Use the properties of angle
measures to find the measure of each marked angle.
a = ( 11x +
6)°, b = ( 2x + 148)°
a. | 11°,
169° | c. | 28°,
152° | b. | 28°, 148° | d. | 11°, 79° |
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4.
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Use the properties of angle
measures to find the measure of each marked angle.
a = ( 4x +
14)°, b = ( 5x + 31)°
a. | 34°,
56° | c. | 5°,
85° | b. | 5°, 175° | d. | 34°, 31° |
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5.
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Use the properties of angle
measures to find the measure of each marked angle.
Lines m and n are parallel. a = (2x + 9)° b = (
3x - 14)°
a. | 23°,
23° | c. | -37°,
-37° | b. | 67°, 67° | d. | 55°, 55° |
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6.
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Use the properties of angle
measures to find the measure of each marked angle. Lines m and n are parallel.
a = (4x + 10)° b = (
5x + 143)°
a. | 87°,
93° | c. | 3°,
177° | b. | 8°, 172° | d. | 22°, 158° |
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7.
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Find the measure of the
third angle of a triangle if the measures of the other two angles are
given. 40° and
80°
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8.
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Find the measure of the
third angle of a triangle if the measures of the other two angles are
given. 27° and
101°
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9.
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Classify the triangle as
acute, right, or obtuse and classify it as equilateral, isosceles, or
scalene.
a. | Acute,
scalene | c. | Acute,
equilateral | b. | Obtuse, isosceles | d. | Obtuse, equilateral |
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10.
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Classify the triangle as
acute, right, or obtuse and classify it as equilateral, isosceles, or
scalene.
a. | Acute,
scalene | c. | Obtuse,
equilateral | b. | Obtuse, scalene | d. | Acute, isosceles |
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11.
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Classify the triangle as
acute, right, or obtuse and classify it as equilateral, isosceles, or
scalene.
a. | Obtuse,
scalene | c. | Obtuse,
equilateral | b. | Acute, scalene | d. | Right, scalene |
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12.
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Classify the triangle as
acute, right, or obtuse and classify it as equilateral, isosceles, or
scalene.
a. | Obtuse,
equilateral | c. | Obtuse,
scalene | b. | Acute, equilateral | d. | Right, scalene |
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13.
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Classify the triangle as
acute, right, or obtuse and classify it as equilateral, isosceles, or
scalene.
a. | Obtuse,
scalene | c. | Obtuse,
equilateral | b. | Acute, equilateral | d. | Right, isosceles |
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14.
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Classify the triangle as
acute, right, or obtuse and classify it as equilateral, isosceles, or
scalene.
a. | Obtuse,
equilateral | c. | Acute,
scalene | b. | Obtuse, isosceles | d. | Right, isosceles |
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15.
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The triangles are similar.
Find the angle or side that corresponds to the given angle or side in the other
triangle. A
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16.
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The triangles are similar.
Find the angle or side that corresponds to the given angle or side in the other
triangle. B
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17.
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The triangles are similar.
Find the angle or side that corresponds to the given angle or side in the other
triangle. C
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18.
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The triangles are similar.
Find the angle or side that corresponds to the given angle or side in the other
triangle. AC
a. | ST | c. | RT | b. | SR | d. | Cannot be determined |
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19.
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The triangles are similar.
Find the angle or side that corresponds to the given angle or side in the other
triangle. AC (AB is parallel
to DE.)
a. | Cannot be
determined | c. | CD | b. | EC | d. | DE |
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20.
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The triangles are similar.
Find the missing side, angle or value of the variable. ?Q
a = 56° b = 6 cm
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21.
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The triangles are similar.
Find the missing side, angle or value of the variable. ?B
a = 7 cm b = 65°
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22.
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The triangles are similar.
Find the missing side, angle or value of the variable. ?Z.
m?A = 47°
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23.
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The triangles are similar.
Find the missing side, angle or value of the variable. x
a = 25 b
= 75 c = 52
a. | x =
26 | c. | x =
52 | b. | x =
39 | d. | x = 13 |
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24.
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A tree casts a shadow 38
m long. At the same time, the shadow cast by a 37-centimeter-tall statue is 75 cm long.
Find the height of the tree.
a. | 17.2 m | c. | 75.5 m | b. | 77.0 m | d. | 18.7 m |
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25.
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Two quadrilaterals (four-sided
figures) are similar. The lengths of the three longest sides of the first quadrilateral are 24
ft, 16 ft, and 12 ft. The lengths of the two shortest sides of the second quadrilateral
are 18 ft and 9 ft. Find the unknown lengths of the sides of these two
figures.
a. | Not enough information is
provided. | b. | The unknown side in the first quadrilateral is 10 ft. The two unknown
sides in the second quadrilateral are 27 ft and 24 ft. | c. | The unknown side in the first quadrilateral is 8 ft.
The two unknown sides in the second quadrilateral are 36 ft and 12
ft. | d. | The unknown side in the first quadrilateral is 6 ft. The two unknown
sides in the second quadrilateral are 36 ft and 24
ft. |
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