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If I have a bunch of inequalities like x>y, y>z, z != 5 (not equal),x<z+y, how="" do="" i="" get="" range="" of="" values="" of="" each="" variable="" for="" which="" all="" these="" inequalities="" are="" satisfied?="" thanks.<="" p="">

Edit: I found that this can be achieved with mathematica as mentioned in the below link:

mathematica.stackexchange.com/questions/38507/solve-the-system-of-equalities-and-inequalities

But, I want an open source solution. Is it possible with sage at all?

If I have a bunch of inequalities like x>y, $x>y, y>z, z != 5 (not equal),x<z+y, \not = 5,x<z+y$, how="" do="" i="" get="" range="" of="" values="" of="" each="" variable="" for="" which="" all="" these="" inequalities="" are="" satisfied?="" thanks.<="" p="">

Edit: I found that this can be achieved with mathematica as mentioned in the below link:

mathematica.stackexchange.com/questions/38507/solve-the-system-of-equalities-and-inequalities

But, I want an open source solution. Is it possible with sage at all?

If I have a bunch of inequalities like $x>y, y>z, z \not = 5,x<z+y$, how="" do="" i="" get="" a="" range="" of="" values="" of="" each="" variable="" for="" which="" all="" these="" inequalities="" are="" satisfied?="" thanks.<="" p="">

Edit: I found that this can be achieved with mathematica as mentioned in the below link:

mathematica.stackexchange.com/questions/38507/solve-the-system-of-equalities-and-inequalities

But, I want an open source solution. Is it possible with sage at all?

If I have a bunch of inequalities like $x>y, $ x>y, y>z, z \not = 5,x<z+y$, \neq 5,x<z+y$ ,="" how="" do="" i="" get="" a="" range="" of="" values="" of="" each="" variable="" for="" which="" all="" these="" inequalities="" are="" satisfied?="" thanks.<="" p="">

Edit: I found that this can be achieved with mathematica as mentioned in the below link:

mathematica.stackexchange.com/questions/38507/solve-the-system-of-equalities-and-inequalities

But, I want an open source solution. Is it possible with sage at all?

If I have a bunch of inequalities like $ x>y, y>z, z \neq 5,x<z+y$ ,="" how="" do="" i="" get="" a="" range="" of="" values="" of="" each="" variable="" for="" which="" all="" these="" inequalities="" are="" satisfied?="" thanks.<="" 5,x<z+y$< p="">

Edit: I found that this can be achieved with mathematica as mentioned in the below link:

mathematica.stackexchange.com/questions/38507/solve-the-system-of-equalities-and-inequalities

But, I want an open source solution. Is it possible with sage at all?

If I have a bunch of inequalities like $ x>y, y>z, z \neq 5,x<z+y$< 5,x<z+y $<="" p="">

how do I get a range of values of each variable for which all these inequalities are satisfied? Thanks.

Edit: I found that this can be achieved with mathematica as mentioned in the below link:

mathematica.stackexchange.com/questions/38507/solve-the-system-of-equalities-and-inequalities

But, I want an open source solution. Is it possible with sage at all?