Solution
Solution
Solution steps
Manipulating left side
Rewrite using trig identities
We showed that the two sides could take the same form
Popular Examples
prove (1+sin(a))(1-sin(a))= 1/(sec^2(a))prove sec(a)(1-sin^2(a))=cos(a)prove cos(x+y)-cos(x-y)=-2sin(x)sin(y)prove sec(pi/2-u)=csc(u)prove (cot^3(t))/(csc(t))=cos(t)(csc^2(-1))
Frequently Asked Questions (FAQ)
Is (1+cos(2t))/(sin(2t)-cos(t))=(2cos(t))/(2sin(t)-1) ?
The answer to whether (1+cos(2t))/(sin(2t)-cos(t))=(2cos(t))/(2sin(t)-1) is True