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equals 0 at x at t equals x I get the
align:start position:0%
equals 0 at x at t equals x I get the
natural log of 1 plus X and when I
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natural log of 1 plus X and when I
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natural log of 1 plus X and when I
evaluate
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evaluate
align:start position:0%
evaluate
the natural log at 0 I get the natural
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the natural log at 0 I get the natural
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the natural log at 0 I get the natural
log of 1 which is 0 so this is what you
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log of 1 which is 0 so this is what you
align:start position:0%
log of 1 which is 0 so this is what you
get
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get
align:start position:0%
get
ok
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ok
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ok
this is really a valid by the way for
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for X bigger than minus 1
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for X bigger than minus 1
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for X bigger than minus 1
but don't want to think about this quite
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but don't want to think about this quite
align:start position:0%
but don't want to think about this quite
like this when X is smaller than that
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like this when X is smaller than that
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like this when X is smaller than that
ok now I'm going to I'm going to try to
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ok now I'm going to I'm going to try to
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ok now I'm going to I'm going to try to
apply power series methods here and find
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apply power series methods here and find
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