Sam borrows $10000 from a bank at an interest rate of 9% and pays back the loan
Question:
Sam borrows $10000 from a bank at an interest rate of 9% and pays back the loan continuously at a rate of N dollars per year. Let P(t) denote the amount still owed at time t.
(a) Explain why P(t) satisfies the differential equation y'= 0.09y − N
(b) How long will it take Sam to pay back the loan if N = $1200?
(c) Will the loan ever be paid back if N = $800?
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