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like that
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okay so now i can combine phi then with
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okay so now i can combine phi then with
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okay so now i can combine phi then with
the upstairs term int in the exponent
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the upstairs term int in the exponent
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the upstairs term int in the exponent
and when I take the imaginary part I'm
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and when I take the imaginary part I'm
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and when I take the imaginary part I'm
only going to be left with sine of n t
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only going to be left with sine of n t
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only going to be left with sine of n t
minus Phi n
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minus Phi n
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minus Phi n
so X event
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so X event
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so X event
yep going is going to be 1 over
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yep going is going to be 1 over
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yep going is going to be 1 over
4 minus N squared
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4 minus N squared
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4 minus N squared
squared plus 4n squared
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quantity squared square rooted
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quantity squared square rooted
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quantity squared square rooted
times sine of n t minus Phi n
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times sine of n t minus Phi n
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times sine of n t minus Phi n
where Phi n was given using the