Practice problem
If A,B,CA,B,CA,B,C are positive reals such that An≥BnCA^n \ge \frac{B^n}{C}An≥CBn for n=1,2,3,…n=1,2,3,\dotsn=1,2,3,…, then what can we conclude?
A≥BCA\geq BCA≥BC
A≥BA\geq BA≥B
AB≥CAB\geq CAB≥C
I don't know
Type a concept, like “slope” or “photosynthesis”.