Question

Verify this trigonometric identity.

Answer 1

where is the function?

Answer 2

\[\frac{ (\sin t+\cos t)^2 }{ \sin t \cos t } = 2+\sec t \csc t\]

Answer 3

So far I have \[\frac{ \sin ^{2}t+\cos ^{2}t }{ \sin t \cos t }+2 = 2+\sec t \csc t\]

Answer 4

Verify means prove LHS = RHS, not solve

Answer 5

correct

Answer 6

looks right to me

Answer 7

I need to get to the point where one side equals the other.

Answer 8

From the LHS, the numerator: sin^2+ cos^2 + 2sincos =1 + 2 sincos
now combine with the denominator, you have