On Sun, Apr 29, 2012 at 3:48 PM, phneoix <[email protected]> wrote:
> Thanks,
> couldn't reply due to internet outage. Tried it out successfully.
> is to possible to solve multiple equations which are dependent on each
> other....
Yes. That was shown in the docstring of the ssolve function that I
sent in my reply:
>>> ssolve('''
... y=x+3
... x+y=4''')
{x: 1/2, y: 7/2}
If you don't use ssolve then you would have to do something like
`solve([y - (x+3), x + y - 4])`. There is no need to list the
variables if there are as many variables as there are equations (but
you could write `solve([y - (x+3), x + y - 4], x, y)` to make it clear
(or unambiguous) that you want a solution for x and y.
/c
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