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Trig Identities 1/sin(x)= 1/cos(x)= 1/tan(x)= sin^2(x)+cos^2(x)= 1+tan^2(x)= 1+cot^2(x)= sin(n/2-x)= cos(n/2-x)= tan(n/2-x)= csc(n/2-x)= sec(n/2-x)= cot(n/2-x)= sin(-x)= cos(-x)= tan(-x)= csc(-x)= sec(-x)= cot(-x)= sin(x+y)= sin(x-y)=

Trig Identities cos(x+y)= cos(x-y)= tan(x+y)= tan(x-y)= sin(2x)= cos(2x)= cos(2x)= cos(2x)= tan(2x)= sin^2(x)= cos^2(x)= tan^2(x)= sin(x)+sin(y)= sin(x)-sin(y)= cos(x)+cos(y)= cos(x)-cos(y)= sin(x)sin(y)= cos(x)cos(y)= sin(x)cos(y)= cos(x)sin(y)=

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