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Establish this identity: ln|sec(θ) + tan(θ)| + ln|sec(θ) - tan(θ)| = 0
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ln(secθ+tanθ)(secθ-tanθ) [lnA+lnB = lnAB] ln(sec^2θ - tan^2 θ) = ln(1) [sec^2θ - tan^2 θ = 1] ln(1) = 0! LHS = RHS!! Proved!! :D
O.O Why you so amazing, so fast! Thank you for clearing it up for me! You're so magical~
MagicalLYFARTING? ;) That is the one of the wierdest usernames I have heard in a while! :D Glad you understood it btw! :D
Thank you I take that as a compliment :D And thank you once more so so helping. ^w^
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