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eximius
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Homework Statement
A traveling wave f(x,t) = ei(kx -wt). Show that the real part of the wave can be written as cos(kx)cos(wt) + sin(kx)sin(wt)
Homework Equations
Euler eiθ = cos(θ) + isin(θ)
Also ei(θ1+θ2) = eiθ1 . eiθ2
The Attempt at a Solution
The - symbol is throwing me off and I can't find any examples to help me out. Does the second equation I gave above become eiθ1 / eiθ2? And then carry on and cancel out to get the answer?
Any and all help appreciated thanks.