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one over n times the solution to every |
sine NT |
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sine NT |
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sine NT |
which we've already computed and I've |
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which we've already computed and I've |
align:start position:0% |
which we've already computed and I've |
denoted as X sub N and |
align:start position:0% |
denoted as X sub N and |
align:start position:0% |
denoted as X sub N and |
X sub n is up here |
align:start position:0% |
X sub n is up here |
align:start position:0% |
X sub n is up here |
so if we want to be explicit about it |
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so if we want to be explicit about it |
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so if we want to be explicit about it |
I'll write the whole thing out as |
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I'll write the whole thing out as |
align:start position:0% |
I'll write the whole thing out as |
for over PI and odd |
align:start position:0% |
align:start position:0% |
one over |
align:start position:0% |
one over |
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one over |
four minus N squared quantity squared |
align:start position:0% |
four minus N squared quantity squared |
align:start position:0% |
four minus N squared quantity squared |
plus 4n squared |
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plus 4n squared |
align:start position:0% |
plus 4n squared |
square rooted |
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square rooted |
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square rooted |
we also have a factor of n out front |
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we also have a factor of n out front |
align:start position:0% |
we also have a factor of n out front |
and we have a sine NT |
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