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here it is:
secA+cscA-cosA-sinA=sinAtanA+cosAcotA
Last edited by eclipse4227 (2008-03-08 11:41:12)
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LaTeX doesn't seem to be working, so I will have to try it without.
LHS = 1/cosA + 1/sinA - cosA/1 - sinA/1
= (sinA + cosA - cos²AsinA - sin²AcosA) / (cosAsinA)
= (sinA + cosA - (1-sin²A)sinA - (1-cos²A)cosA) / (cosAsinA)
= (sinA + cosA - sinA + sin³A - cosA + cos³A) / (cosAsinA)
= (sin³A+ cos³A) / (cosAsinA)
= (sin³A /cosAsinA) + (cos³A/cosAsinA)
= sinAtanA + cosAcotA
= RHS
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how did you get form the first line to the second line?
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I combined the four fractions into one fraction using a denominator of cosAsinA
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ok, thanks
Last edited by eclipse4227 (2008-03-08 11:39:38)
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