Luke is paid a 5-year annuity immediate of (t = 1, 2, 3, 4, 5) $1,000 per year, which

accumulates at an annual interest rate of 5%. While the last payment ends at t = 5,

the money continues to accumulate at an annual 5% interest rate. Leia is paid a 7-year

annuity immediate of 800 per year, which accumulates at an annual interest rate of

7%. Her money likewise continues to accumulate at an annual 7%. At time t = 10,

whose money is worth more?