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Solve the Problem 6060 ^ { \circ } B) 9090 ^ { \circ }

Question 26

Multiple Choice

Solve the problem.
badges and vehicles. (Hint: Inscribe the star in a circle, and use the following theorem from
geometry: An angle whose vertex lies on the circumference of a circle is equal to half the central angle that
cuts off the same arc. See the figure.)  Solve the problem. badges and vehicles. (Hint: Inscribe the star in a circle, and use the following theorem from geometry: An angle whose vertex lies on the circumference of a circle is equal to half the central angle that cuts off the same arc. See the figure.)    A)   60 ^ { \circ }  B)   90 ^ { \circ }  C)   45 ^ { \circ }  D)   75 ^ { \circ }  Answer: A Explanation: A)  B)  C)  D)  10 The triangles are similar. Find the missing side, angle or value of the variable. -Determine the measure of the angle in each point of the six-pointed star appearing on police badges and vehicles. (Hint: Inscribe the star in a circle, and use the following theorem from geometry: An angle whose vertex lies on the circumference of a circle is equal to half the central angle that Cuts off the same arc. See the figure.)    A)   60 ^ { \circ }  B)   90 ^ { \circ }  C)   45 ^ { \circ }  D)   75 ^ { \circ }
A) 6060 ^ { \circ }
B) 9090 ^ { \circ }
C) 4545 ^ { \circ }
D) 7575 ^ { \circ } Answer: A
Explanation: A)
B)
C)
D)
10
The triangles are similar. Find the missing side, angle or value of the variable.
-Determine the measure of the angle in each point of the six-pointed star appearing on police badges and vehicles. (Hint: Inscribe the star in a circle, and use the following theorem from geometry: An angle whose vertex lies on the circumference of a circle is equal to half the central angle that
Cuts off the same arc. See the figure.)  Solve the problem. badges and vehicles. (Hint: Inscribe the star in a circle, and use the following theorem from geometry: An angle whose vertex lies on the circumference of a circle is equal to half the central angle that cuts off the same arc. See the figure.)    A)   60 ^ { \circ }  B)   90 ^ { \circ }  C)   45 ^ { \circ }  D)   75 ^ { \circ }  Answer: A Explanation: A)  B)  C)  D)  10 The triangles are similar. Find the missing side, angle or value of the variable. -Determine the measure of the angle in each point of the six-pointed star appearing on police badges and vehicles. (Hint: Inscribe the star in a circle, and use the following theorem from geometry: An angle whose vertex lies on the circumference of a circle is equal to half the central angle that Cuts off the same arc. See the figure.)    A)   60 ^ { \circ }  B)   90 ^ { \circ }  C)   45 ^ { \circ }  D)   75 ^ { \circ }


A) 6060 ^ { \circ }
B) 9090 ^ { \circ }
C) 4545 ^ { \circ }
D) 7575 ^ { \circ }

Correct Answer:

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