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proving identities: (tan/sec) - (cot/csc) = sin - cos
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(tan x /sec x) - (cot x /csc x) = sin x - cos x ( [sinx/cosx] / [1 / cos x] ) - ( [cos x/ sin x ] / [ 1 / sin x] ) = sin x - cos x ( [sinx/cosx] * [cos x / 1] ) - ( [cos x/ sin x ] * [ sin x /1] ) = sin x - cos x ( sin x ) - ( cos x ) = sin x - cos x
I put everything in terms of sines and cosines on the left side, canceled things out... see what I am doing?
got it. thanks @SolomonZelman
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