Why is symsum operator giving me this answer?

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I am trying to find the sum of a series that goes like 20.^-20+19.^-19+...+1.^-1 Why is the answer such a massive number and why doesn't the formatting command work?
>> syms k
>> format shorteng
>> symsum(k.^(-1.*k),1,20)
ans =
32704926622076322328309250821720456282760440107801920978264646490630691318184399029563038640802578744801153948761512969045499776815021/25327407480969699779230080718754457246512673155164240823229977202846792179169322076528314293406963808740247706009600000000000000000000

采纳的回答

Star Strider
Star Strider 2014-9-22
The Symbolic Math Toolbox has its own way of formatting numbers: the vpa function:
syms k
S = symsum(k.^(-1.*k),1,20);
S = vpa(S, 5)
produces:
S =
1.2913
You can of course set the number of digits to whatever you want.
Also see the digits and double functions.
  4 个评论
Baldemy
Baldemy 2014-9-22
Ok great I didn't see the "/" thanks a ton.
Star Strider
Star Strider 2014-9-22
My pleasure!
I didn’t see it either at first, the reason I used numden for the clarification.

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