- #1

spoc21

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## Homework Statement

Hi, I'm supposed to solve the following question using proof by induction, and am very confused with it. It would be greatly appreciated if someone could help me solve this problem:

Let a

_{n}= 2 and a

_{n+1}[tex]\frac{4a_n -3}{a_n}[/tex] for n >=1. Show that 1[tex]\leq a_n \leq a_(n+1)\leq3[/tex] for all n [tex]\geq1[/tex]

please note that _ = subscript I am very confused with this problem, and would appreciate any help.Thanks!