The Maturity Value that Ann must pay is $89,461.
Assuming the rate of interest is compounded annually.
Given,
Principal value = $60,000 = P
Rate of interest = 5.12% = i
Number of years = 8 = T
Since maturity value = Amount
Now, using the formula for calculating the amount,
Amount = P × {(1+i)^T}
Now, substituting the given values in the above formula for amount we get,
Amount = $60,000 × {(1+0.0512)^8}
= $60,000 × {(1.0512)^8}
= $60,000 × 1.49101776418
= $89,461.0658
= $89,461 (Approximately)
Hence, The Maturity Value that Ann must pay is $89,461.
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