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Use a Double-Angle Formula to Find the Exact Value of Cos2u

Question 11

Multiple Choice

Use a double-angle formula to find the exact value of cos2u when​ sinu=725, where π2<u<π\sin u = \frac { 7 } { 25 } \text {, where } \frac { \pi } { 2 } < u < \pi


A) cos2u=527625\cos 2 u = \frac { 527 } { 625 }
B) ​ cos2u=1152625\cos 2 u = - \frac { 1152 } { 625 }
C) ​ cos2u=336625\cos 2 u = \frac { 336 } { 625 }
D) ​ cos2u=168625\cos 2 u = \frac { 168 } { 625 }
E) ​ cos2u=478625\cos 2 u = - \frac { 478 } { 625 }

Correct Answer:

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