Posted by Matt on Sunday, January 24, 2010 at 5:42pm.
Verify the trigonometric identity:
[(1–sin²x)/sin²x]–[(csc²x–1)/cos²x]=
tan²x
I still can't figure this out.

trig  Alyssa, Sunday, January 24, 2010 at 7:07pm
Solve the equation by multiplying, adding, dividing, and subtracting where neccessary. Keep in mind your constants and like terms. Also remember, identity is another way of saying "two sides of an equation that are equal to each other". For example, 2x+0=2x would be identity.

trig  Reiny, Sunday, January 24, 2010 at 8:03pm
check your typing, since I can prove that your Left Side = 1
L.S. = [(1–sin²x)/sin²x]–[(csc²x–1)/cos²x]
= cos²x/sin²x  cot²x/cos²x
= cos²x/sin²x  1/sin²x
= (cos²x  1)/sin²x
= sin²x/sin²x
= 1
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