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Questions  

cos11517+2tan115=

a
π2
b
cos−1⁡171221
c
π4
d
cos−1⁡140221

detailed solution

Correct option is D

We have,       cos−1⁡1517+2tan−1⁡15= cos−1⁡1517+cos−1⁡1−1/251+1/25= cos−1⁡1517+cos−1⁡1213   =cos−11517×1213−1−151721−12132=cos−1⁡140221

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