# Hence a player's probability of winning is proportional to the amount ofwith which he or she starts the game.moneyEXERCISES 9.3 IIn Exercises 1-24, find an explicit formula for sn if so, S1, S2, ... is a sequence satisfying the given recurrencerelation and initial conditions.to mow2. Sn = 5sn-1 - 4, so 14. Sn = 1.5sn-1 - 1, so = 4I. Sn = Sn-1+ 3, so = 23. Sn4Sn-1, S0 5116. Sn= Sn-1 - 10, so = 328. Sn=-2sn-1, So = -510. Sn=-Sn-1 + 7, so = 110s-1-45, So = 214. Sn=-2s-1 - Sn-2, So = 3, S1= 15. Sn=-Sn-1 +6, so=-47. Sn 3sn-1- 8, so = 39. Sn= Sn-1- 5, So = 10011. Sn12. Sn-2sn-1-9, So = 713. Sn Sn-1 + 2sn-2, So 9, S1 015. Sn 8sn-1- 16s1-2, S0 = 6, S1 201, s1 919. Sn=-4s-1 - 4sp-2, So=-4, S1 = 210sn-1 25s-2, So= -7 , s1 =-1523. Sn=-5Sn-1 - 4sp-2, S0 = 3, s1 154sn-2, So=-1, S1 = -14S-1 9sn-2, So = 1, S1 = 920. Sn =-8sn-1 - 15s-2, S0 = 2, s1= 210sn-1-24sn-2, So= 1, S1=24. Sn= 4sn-1- 4s1-2, So =-3, \$1= 416. Sn17. Sn= 9sn-2, SO=18. Snwe21. Sn22. Sn1ww.w25. In order to combat hypertension, Mr. Lorenzo is to take a capsule containing 25 mg of a drug each morningafter awaking. During the next 24 hours, 20 percent of the amount of the drug in the body is eliminated(a)Write a difference equation and initiLorenzo's body

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