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I need help verifying these trig identites: cos(x)/(1-sin(x))=sec(x)+tan(x) 1+cos(x)=sin(x)=2csc(x) sin(x)+cos(x)/sin(x)-cos(x)-sin(x)/cos(x)=sec(x)*csc(x)
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ay I came this question: expand and simplify: tan( pi/2 - y) I used the compound angle formula for tan(x-y), but don't know what do when I have tan( pi/2), since I take it to as being non-defined since its an asymptote, but the answer for the question comes as cot (y), can someone please...
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Prove that the following identity is true: 1 + cos x/1 - cos x=csc x + cot x prove that the following identities is true: 1 + cot^3 t/1 + cot t=csc^2 t - cot t Find all solutions if 0 < x< 2pie. Use exact values only.
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can someone help me solve this problem please 1/1-sinx + 1/1+sinx=2sec^2x View more questions Search
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