I try to get the step-by-step solution for a limit as follows, but failed:
In[2]:= WolframAlpha["Limit[((x + E^x)^(1/x) - E^2 + 3/2 E^2 x)/x^2, \
x -> 0]", IncludePods -> "Input", AppearanceElements -> {"Pods"},
PodStates -> {"Input__Show steps"}]
Out[2]= \!\(
NamespaceBox["WolframAlphaQueryResults",
DynamicModuleBox[{Typeset`q$$ =
"Limit[((x + E^x)^(1/x) - E^2 + 3/2 E^2 x)/x^2, x -> 0]",
Typeset`opts$$ = {AppearanceElements -> {"Pods"},
IncludePods -> "Input", PodStates -> {"Input__Show steps"}},
Typeset`elements$$ = {"Pods"}, Typeset`asyncpods$$ = {},
Typeset`nonpods$$ = {}, Typeset`initdone$$ =
FrontEnd`SuppressEvaluationHash[True],
Typeset`queryinfo$$ = {"success" -> "true",
"error" -> "false", {"http://www.w3.org/XML/1998/namespace",
"space"} -> "preserve", "numpods" -> "0", "datatypes" -> "",
"timedout" -> "", "timedoutpods" -> "", "timing" -> "1.383",
"parsetiming" -> "1.0210000000000001",
"parsetimedout" -> "false", "recalculate" -> "",
"id" -> "MSP1075514e8ee62h3i906h400004d0123254hh0107g",
"host" -> "https://www6b3.wolframalpha.com", "server" -> "16",
"related" -> "https://www6b3.wolframalpha.com/api/v1/\
relatedQueries.jsp?id=\
MSPa1075614e8ee62h3i906h400001abaie5gdab5b1ib8350669649384844499",
"version" -> "2.6",
"inputstring" -> "Limit[((x + E^x)^(1/x) - E^2 + 3/2 E^2 x)/x^2, \
x -> 0]"},
Typeset`sessioninfo$$ = {"TimeZone" -> 8.,
"Date" -> {2023, 10, 10, 9, 11, 16.72927`7.976051975256879},
"Line" -> 2, "SessionID" -> 24217400133690190606},
Typeset`showpods$$ = {}, Typeset`failedpods$$ = {},
Typeset`chosen$$ = {}, Typeset`open$$ = False, Typeset`newq$$ =
"Limit[((x + E^x)^(1/x) - E^2 + 3/2 E^2 x)/x^2, x -> 0]"},
DynamicBox[ToBoxes[
AlphaIntegration`FormatAlphaResults[
Dynamic[{1, {}, {}, Typeset`chosen$$, Typeset`open$$,
Typeset`elements$$, Typeset`q$$, Typeset`opts$$,
Typeset`nonpods$$, Typeset`queryinfo$$,
Typeset`sessioninfo$$, Typeset`showpods$$,
Typeset`failedpods$$, Typeset`newq$$}]], StandardForm],
ImageSizeCache->{20., {11.1875, 16.8125}},
TrackedSymbols:>{Typeset`showpods$$, Typeset`failedpods$$}],
DynamicModuleValues:>{},
Initialization:>If[
And[
Not[Typeset`initdone$$ === True],
Not[Typeset`initdone$$ === FrontEnd`SuppressEvaluationHash[True]]],
Null; WolframAlphaClient`Private`doAsyncUpdates[
Hold[{}], Typeset`asyncpods$$,
Dynamic[Typeset`failedpods$$]]; Typeset`asyncpods$$ = {}; Typeset`\
initdone$$ = FrontEnd`SuppressEvaluationHash[True]],
SynchronousInitialization->False],
BaseStyle->{Deployed -> True},
DeleteWithContents->True,
Editable->False,
SelectWithContents->True]\)
Any tips for this problem will be helpful.
Regards,
Zhao