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simplification
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simplify what?
\[\psi(x,t)=1/\sqrt2(\psi_1e^{-i \omega t}+\psi_2e^{-i4 \omega t})\]
\[\psi(x,t)= \frac{ 1 }{ \sqrt2 } (\psi_1 e^{-iE_1t/h}+\psi_2e^{-iE_2t/h})\]
I don't understand how they changed that to this\[\frac{ 1 }{ \sqrt2 }\sqrt\frac{ 2 }{ a }[\sin(\frac{ \pi x }{ a })e^{-i \omega t}+\sin(\frac{ 2\pi x }{ a })e^{-4wt}]\]
I understand the omega part, but how did they get sin
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