Try again...
"Like n>-3, 2^n+4. "
is NOT a problem
--------------------
One mathematical example of "problem" is :
"Compute integer sum S = 1+2+3+4+5"
--------------------
For some SYMBOLIC problems for example
"Given n natural (n is symbolic = can have any integer positive value),
compute integer sum S = 1+2+....+n"
then you have to write Python cell,..short or long ... it depends
Example :
a,b,c,x = var('a,b,c,x') ; res = solve([ a*x^2 + b*x + c == 0],x)
-------------------------------------------------
I guess what you call "induction" is the "natural integer" induction:
Problem is : "Property X is valid for any natural integer n"
How to prove it by induction :
1) Prove it is true for n = 0
2) Prove that "Property X valid for n" then "Property X valid for n+1"
---------------------
"...get data from users"
what to you want ? who are "users" ?
On Monday, 8 June 2015 21:37:45 UTC+2, avi kaur wrote:
>
> Hello Everyone
>
>
> Is it possible to solve Induction problems in sage. If yes then how?
>
>
> --
> Avi kaur
>
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