How to verify the trig identity sec^(2)x/secx-1=[csc^(2)x](secx-1)?
I've tried converting the secants to 1/cosines but that doesn't seem to be getting me anywhere. Thanks for your help!
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I think there is an error in your problem the LHS should be +1 not -1
I'm pretty sure that the equation should look like this:
sec²x/secx-1 = csc²x(secx+1)
I think you switched the signs on each side of the equation, but I might not have written the equation down correctly. Thanks for your help!
I just realized that I originally posted the original equation wrong! The right one is the one that I just posted. Oops!
If you repeat the above mentioned steps, change the -1 into +1 in the RHS and +1 to -1 in the LHS, you should get the solution to yor problem.
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