prove thatc1-sin0/1+sin0 = (sec0-tan0)²
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in which class of this question and which book
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see below. Explanation:
1− sinx1+sinx=(secx−tanx)2. Left Side : =1−sinx 1+sinx. =1−sinx1+sinx⋅1−sinx1−sinx.
see below Explanation: 1−sinx1+sinx=(secx−tanx)2 Left Side : =1−sinx1+sinx =1−sinx1+sinx⋅1−sinx1−sinx =1−2sinx+sin2x1−sin2x =1−2sinx+s
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