The claim sounds suspicious. Where does 3 in r >= s + 3 come from? I would recommend trying to disprove it.
Also, how is this related to network theory? Please post your questions in the appropriate forum. "New Users" is for introductions only.
prove or disprove the following. let a_{1}....a_{r} be even integers and let b_{1}....b_{s} be integers. If r>=s+3 and
a_{i}>b_{j} for all i and j, then the quotient (a_{1}a_{2}...a_{r})/(b_{1}b_{2}....b_{s}) is either an even integer or a non-integral rational.
please need an elaborate answer. quickly
The claim sounds suspicious. Where does 3 in r >= s + 3 come from? I would recommend trying to disprove it.
Also, how is this related to network theory? Please post your questions in the appropriate forum. "New Users" is for introductions only.