Answer :
Here are the inputs for the time value of money problems you have asked.
What is Time Value of Money?
The Time Value of Money (TVM) concept states that money's worth today is greater than the same amount in the future due to earning potential.
The Inputs are given as follows -
* Problem 1:
* Present value (PV) = $12,000
* Interest rate (i) = 9%
* Number of periods (n) = 15 years
* Problem 2:
* Future value (FV) = $100,000
* Discount rate (i) = 12%
* Number of periods (n) = 10 years
* Problem 3:
* Present value (PV) = 0
* Regular payment (PMT) = $2,000
* Interest rate (i) = 11%
* Number of periods (n) = 20 years
* Problem 4:
* Future value (FV) = $2 million
* Interest rate (i) = 3%
* Number of periods (n) = 40 years
* Present value (PV) = ?
* Interest rate (i) = 5%
* Number of periods (n) = 40 years
* Present value (PV) = ?
* Interest rate (i) = 10%
* Number of periods (n) = 40 years
* Present value (PV) = ?
* Problem 5:
* Present value (PV) = 0
* Loan amount = $35,000
* Interest rate (i) = 6%
* Number of periods (n) = 5 years
* Regular payment (PMT) = ?
* Problem 6:
* Lump sum = ?
* Annual annuity amount = ?
* Lottery winnings = $10 million
* Interest rate (i) = 3%
* Number of periods (n) = 20 years
* Problem 7:
* Present value (PV) = 0
* Regular payment (PMT) = $2,714.44
* Interest rate (i) = 5%
* Future value (FV) = $15,000
* Problem 8:
* Minimum selling price = ?
* Annual annuity amount = $19,500
* Interest rate (i) = 10%
* Number of periods (n) = 17 years
* Problem 9:
* Option 1: $20,100 in 20 years
* Option 2: $870 today
* Discount rate (i) = 17%
* Non-TVM reason: The lump sum can be invested today and earn interest for 20 years.
* Problem 10:
* Future value (FV) = ?
* Present value (PV) = 0
* Regular payment (PMT) = $3,000
* Interest rate (i) = 6%
* Number of periods (n) = 20 years
* Compounding period = 6 months
* Problem 11:
* Month 1: Principal = $50,000
* Interest = 0.04 * 50,000 = $2,000
* Loan balance = 50,000 - 2,000 = 48,000
* Regular payment = 2,000
* Month 2: Principal = 48,000 - 2,000 = 46,000
* Interest = 0.04 * 46,000 = 1,840
* Loan balance = 46,000 - 2,000 = 44,000
* Regular payment = 2,000
* Month 48: Principal = 4,000
* Interest = 0.04 * 4,000 = 160
* Loan balance = 4,000 - 2,000 = 2,000
* Regular payment = 2,000
* Month 240: Principal = 0
* Interest = 0
* Loan balance = 0
* Regular payment = 0
Learn more about Time Value of Money at:
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