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7 December, 09:03

Which identity could be the missing step to verify the identity (cos theta) (csc theta) = cot theta

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  1. 7 December, 09:22
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    (cosx) (cscx) = cotx

    cscx = 1/sinx

    (cosx) (1/sinx) = (cosx/sinx)

    cosx/sinx = cotx

    Basically, I noticed that cscx is equivalent to 1 divided by sinx, and then multiplied that fraction by cosx, which got me cosx/sinx. Your quotient identities will tell you that cosx/sinx = cotx
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