Proving inequalities [closed]
2sqrt(n+1)-2sqrt(n) < 1/sqrt(n) < 2sqrt(n)-2sqrt(n-1)
How to prove this inequality?
2sqrt(n+1)-2sqrt(n) < 1/sqrt(n) < 2sqrt(n)-2sqrt(n-1)
How to prove this inequality?
Asked: 2012-02-27 13:23:08 +0100
Seen: 173 times
Last updated: Feb 27 '12
LMI (Linear Matrix Inequalities)
Multiplying an inequality by -1.
Numerically solving of a system of nonlinear inequalities
How do I find a solution of a set of inequalities?
Formatting inequalities display
solving a set of equations involving both inequalities and equalities
find one interior point of a polyhedron
Again, this is not a Sage question. Sage is mathematics software; even if it can *verify* things like this, it won't show you the steps unless you follow the code.