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Suppose a Certain Amount of Money Is Deposited into an Account

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Suppose a certain amount of money is deposited into an account paying 4%4 \% annual interest, compounded quarterly (i.e., four times a year). For each positive integer nn , let Sn=S _ { n } = the amount on deposit at the end of the nn th quarter, and let S0S _ { 0 } be the initial amount deposited.
(a) Find a recurrence relation for S0,S1,S2,S _ { 0 } , S _ { 1 } , S _ { 2 } , \ldots , assuming no additional deposits or withdrawals for a 3-year period.
(b) If S0=$5000S _ { 0 } = \$ 5000 , find the amount of money on deposit at the end of three years.
(c) Find the APR for the account.

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