SOLUTION: I need help verifying this trigonometric identity:
cscTHETA * tanTHETA + cot^2THETA= csc^2THETA
I've worked out the problem, but I'm getting stuck after the following:
1/s
Algebra ->
Trigonometry-basics
-> SOLUTION: I need help verifying this trigonometric identity:
cscTHETA * tanTHETA + cot^2THETA= csc^2THETA
I've worked out the problem, but I'm getting stuck after the following:
1/s
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Question 602708: I need help verifying this trigonometric identity:
cscTHETA * tanTHETA + cot^2THETA= csc^2THETA
I've worked out the problem, but I'm getting stuck after the following:
1/sinTHETA * sinTHETA/cosTHETA + cot^2THETA = csc^2THETA
1/cosTHETA + cot^2THETA = csc^2THETA
and this is as far as I've gotten.
You can put this solution on YOUR website! cscTHETA * tanTHETA + cot^2THETA= csc^2THETA
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csc*tan + cot^2 = csc^2
(1/sin)*(sin/cos) + cos^2/sin^2 = 1/sin^2
1/cos + cos^2/sin^2 = 1/sin^2
sin^2/cos + cos^2 = 1
Not an identity
