Recent content by Nerd2567

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    Proof using hyperbolic trig functions and complex variables

    Perhaps, but I'd seem a bit illogical to do that since they said the right hand side should be tan(2x)...sighz the problem is either rather difficult or am missing a simple piece of theory to make it a 5 line proof (often the case) .
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    Proof using hyperbolic trig functions and complex variables

    1. Given, x + yi = tan^-1 ((exp(a + bi)). Prove that tan(2x) = -cos(b) / sinh(a)Homework Equations I have derived. tan(x + yi) = i*tan(x)*tanh(y) / 1 - i*tan(x)*tanh(y) tan(2x) = 2tanx / 1 - tan^2 (x) Exp(a+bi) = exp(a) *(cos(b) + i*sin(b))[/B]3. My attempt: By...
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    Is Physics Forums the Ultimate Math Addiction for Engineering Students?

    Always been interested in math (addicted to solving problems better than cocaine!). And going to do engineering now in university, if this is actually a forum for math its the coolest thing in the world. Looking forward to working with you guys! Peace.
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