Question

a. Create a word problem with all of the provided info, that could be solved using the information shown on the TVM solver above. b. How much interest would be paid in total? c. What would happen to the term and total interest if the payments are increased to $500? Explain in terms of the question you created. N = 36, 1% = 8.5, PV = 12000, PMT = -378.81, FV = 0, P/Y = 12, C/Y = 12 TVM Calculator PV: $12000 Rate: 8.5% PMT: -$378.81 Periods: 36 FV: $0 Monthly PV PMT FV Rate Periods a. Create a word problem with all of the provided info, that could be solved using the information shown on the TVM solver above. b. How much interest would be paid in total? c. What would happen to the term and total interest if the payments are increased to $500? Explain in terms of the question you created.

          a. Create a word problem with all of the provided info, that could be solved using the information shown on the TVM solver above.
b. How much interest would be paid in total?
c. What would happen to the term and total interest if the payments are increased to $500? Explain in terms of the question you created.

N = 36, 1% = 8.5, PV = 12000, PMT = -378.81, FV = 0, P/Y = 12, C/Y = 12

TVM Calculator
PV: $12000
Rate: 8.5%
PMT: -$378.81
Periods: 36
FV: $0
Monthly
PV
PMT
FV
Rate
Periods

a. Create a word problem with all of the provided info, that could be solved using the information shown on the TVM solver above.
b. How much interest would be paid in total?
c. What would happen to the term and total interest if the payments are increased to $500? Explain in terms of the question you created.
        
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a create a word problem with all of the provided info that could be solved using the information shown on the tvm solver above b how much interest would be paid in total c what would happen  37078

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Principles of Economics
Principles of Economics
Gregory Mankiw 8th Edition
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a. Create a word problem with all of the provided info, that could be solved using the information shown on the TVM solver above. b. How much interest would be paid in total? c. What would happen to the term and total interest if the payments are increased to $500? Explain in terms of the question you created. N = 36, 1% = 8.5, PV = 12000, PMT = -378.81, FV = 0, P/Y = 12, C/Y = 12 TVM Calculator PV: $12000 Rate: 8.5% PMT: -$378.81 Periods: 36 FV: $0 Monthly PV PMT FV Rate Periods a. Create a word problem with all of the provided info, that could be solved using the information shown on the TVM solver above. b. How much interest would be paid in total? c. What would happen to the term and total interest if the payments are increased to $500? Explain in terms of the question you created.
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How much money, as a one-time deposit, PV, would you need to deposit into an account that earns 1.5% compounded monthly to earn a future value, FV, of $7,500 in three years? This amount can be found by using algebra to rearrange the function, FV = PV(1+rn)(nY), so that FV becomes an input variable and PV becomes the output variable. PV = FV / (1+rn)^(-nY). Use this function to find the amount needed as a one-time deposit to earn $7,500 in 3 years. Round to the nearest cent. What monthly payment, PMT, would you need to deposit into an account that earns 1.5% compounded monthly to earn a future value, FV, of $7,500 in three years? This amount can be found by using algebra to rearrange the function, FV = PMT((1+rn)(nY)-1)(rn), so that FV becomes an input variable and PMT becomes the output variable. PMT = FV(rn) / ((1+rn)(nY)-1). Use this function to find the amount to deposit each month to earn $7,500 in 3 years. Round to the nearest cent. How much total money would you have contributed if you made this monthly deposit for 3 years? Round to the nearest cent.

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Transcript

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00:01 You'd like to find the regular monthly payment.
00:04 Our regular monthly payment is going to be equal to, i'll say our payment, is equal to our payment at a rate of 7 .6 % times 30 months.
00:29 Our pv is negative 124 ,000, and our fv is 0 .0.
00:34 So we should get a value of 875 .5 as our monthly payment.
00:42 For b, we like to find our unpaid balance.
00:47 Now for our unpaid balance, when they begin paying the $1 ,100, is going to be equal to our unpaid balance.
01:07 We want to take our value of 1 -24000 times i, where that's a rate per period, and so a rate per period is going to be equal to 0 .0063.
01:23 We'll divide that by 1 minus 1 plus 0 .0063 to the negative 360 and so we get $872.
01:33 Or no, we should get we take this value.
01:38 We take our 872 and plug this here.
01:42 So this was just for part a...
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