Answer:
$78,345.28
Explanation:
Present value of amount paid later = Amount paid three years later * PV of $1
Present value of amount paid later = $58,000 * [1/(1.07)^3]
Present value of amount paid later = $58,000 * 0.816297877
Present value of amount paid later = $47345.276866
Present value of amount paid later = $47345.28
Present value of second option = $31,000 + $47,345.28
Present value of second option = $78,345.28