Theorem riemann's theorem by appropriate re-arrangement of terms, a conditionally convergent seriesu can be made to converge to any number 1, (i) to diverge to

Theorem Riemann's Theorem By appropriate re-arrangement of terms, a conditionally convergent seriesu can be made to converge to any number 1, (i) to diverge to +o, (ii) to diverge to - a, (iv) to oscillate finitely. (v) to oscillate infinitely.