text
stringlengths
0
205
align:start position:0%
in the in the expansion for e to the X
align:start position:0%
in the in the expansion for e to the X
align:start position:0%
in the in the expansion for e to the X
do you have a question
align:start position:0%
do you have a question
align:start position:0%
do you have a question
well it was just concerning this radius
align:start position:0%
well it was just concerning this radius
align:start position:0%
well it was just concerning this radius
of convergence
align:start position:0%
of convergence
align:start position:0%
of convergence
you can't define EXO that it's always
align:start position:0%
you can't define EXO that it's always
align:start position:0%
you can't define EXO that it's always
positive and if so wouldn't have already
align:start position:0%
positive and if so wouldn't have already
align:start position:0%
positive and if so wouldn't have already
is right like I say if so again the
align:start position:0%
is right like I say if so again the
align:start position:0%
is right like I say if so again the
worry is this this natural log of 1 plus
align:start position:0%
worry is this this natural log of 1 plus
align:start position:0%
worry is this this natural log of 1 plus
X function is perfectly well behaved for
align:start position:0%
X function is perfectly well behaved for
align:start position:0%
X function is perfectly well behaved for
large X why does why does the power
align:start position:0%
large X why does why does the power
align:start position:0%
large X why does why does the power
series fail to converge for large X well
align:start position:0%
series fail to converge for large X well
align:start position:0%
series fail to converge for large X well
suppose that X is bigger than 1 then
align:start position:0%
suppose that X is bigger than 1 then
align:start position:0%