Question HLPaper 2AnswerUse mathematical induction to prove that (1−b)n>1−nb(1 - b)^n > 1 - nb(1−b)n>1−nb for {n:n∈Z+,n≥2}\{n : n \in \mathbb{Z}^+, n \geq 2\}{n:n∈Z+,n≥2} where 0<b<10 < b < 10<b<1.
