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Find the Reference Angle $\theta^\prime$ ,And Sketch $\theta$ And $\theta^\prime$ In Standard Position $\theta = - 135 ^ { \circ }$

Question 19

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Find the reference angle $\theta^\prime$ ,and sketch $\theta$ and $\theta^\prime$ in standard position. $\theta = - 135 ^ { \circ }$

A) $\theta ^ { \prime } = - 45 ^ { \circ }$ $Find the reference angle \theta^\prime ,and sketch \theta and \theta^\prime in standard position. \theta = - 135 ^ { \circ } A) \theta ^ { \prime } = - 45 ^ { \circ } B) \theta^\prime = 45 ^ { \circ } C) \theta ^ { \prime } = 35 {}^\circ D) \theta ^ { \prime } = 65 {}^\circ E) \theta ^ { \prime } = 55 {}^\circ$
B) $\theta^\prime = 45 ^ { \circ }$ $Find the reference angle \theta^\prime ,and sketch \theta and \theta^\prime in standard position. \theta = - 135 ^ { \circ } A) \theta ^ { \prime } = - 45 ^ { \circ } B) \theta^\prime = 45 ^ { \circ } C) \theta ^ { \prime } = 35 {}^\circ D) \theta ^ { \prime } = 65 {}^\circ E) \theta ^ { \prime } = 55 {}^\circ$
C) $\theta ^ { \prime }$ = 35 ${}^\circ$ $Find the reference angle \theta^\prime ,and sketch \theta and \theta^\prime in standard position. \theta = - 135 ^ { \circ } A) \theta ^ { \prime } = - 45 ^ { \circ } B) \theta^\prime = 45 ^ { \circ } C) \theta ^ { \prime } = 35 {}^\circ D) \theta ^ { \prime } = 65 {}^\circ E) \theta ^ { \prime } = 55 {}^\circ$
D) $\theta ^ { \prime }$ = 65 ${}^\circ$ $Find the reference angle \theta^\prime ,and sketch \theta and \theta^\prime in standard position. \theta = - 135 ^ { \circ } A) \theta ^ { \prime } = - 45 ^ { \circ } B) \theta^\prime = 45 ^ { \circ } C) \theta ^ { \prime } = 35 {}^\circ D) \theta ^ { \prime } = 65 {}^\circ E) \theta ^ { \prime } = 55 {}^\circ$
E) $\theta ^ { \prime }$ = 55 ${}^\circ$ $Find the reference angle \theta^\prime ,and sketch \theta and \theta^\prime in standard position. \theta = - 135 ^ { \circ } A) \theta ^ { \prime } = - 45 ^ { \circ } B) \theta^\prime = 45 ^ { \circ } C) \theta ^ { \prime } = 35 {}^\circ D) \theta ^ { \prime } = 65 {}^\circ E) \theta ^ { \prime } = 55 {}^\circ$

Find the Reference Angle θ′\theta^\primeθ′ ,And Sketch θ\thetaθ And θ′\theta^\primeθ′ In Standard Position θ=−135∘\theta = - 135 ^ { \circ }θ=−135∘

Multiple Choice

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Find the Reference Angle $\theta^\prime$ ,And Sketch $\theta$ And $\theta^\prime$ In Standard Position $\theta = - 135 ^ { \circ }$

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