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sin-cos/sin+cos=1-√3/1+√3
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Answer:
Solution:
sin−1[cos(sin−1x)]+cos−1[sin(cos−1x)]
=sin−1[sin(π2−sin−1x)]+cos−1[cos(π2−cos−1x)]
=π2−sin−1x+π2−cos−1x
=π−(sin−1x+cos−1x)
=π−π2
=π2
Questions from Inverse Trigonometric Functions
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