Question 1

Match the diagrams with the concepts by writing the identifying letter of the diagram on the blank line to the left of the concept. "VAL" represents the value to be calculated.  Concept
___ 1. Future value of $1
___ 2. Present value of $1
___ 3. Future value of an annuity due of $1
___ 4. Future value of an ordinary annuity of $1
___ 5. Present value of an ordinary annuity of $1
___ 6. Present value of an annuity due of $1

Accepted Answer

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Question 2

On January 1, 2017, Jefferson Company completed arrangements to purchase a new piece of equipment. The agreement calls for equal annual payments on January 1 of each year for six years. The first payment of $7,500 is to be made on January 1, 2017. The interest rate is 12%.
Required:
Calculate the cost of the equipment to Jefferson Company.

Accepted Answer

The answer of On January 1, 2017, Jefferson Company completed...

Question 3

Using the compound interest tables, answer each of the following questions.
Required:
a. Future value of an annuity due when the periodic amount is known, table
a. Pedro has decided he can save $5,000 a year for the next seven years, starting today. What amount will be available seven years from today if the investment account earns 12% compounded annually?
b. Anaposa needs $30,000 ten years from today. She has found an investment account that earns 9% compounded annually. How much must she deposit into that account each year for the next ten years, starting today to achieve her investment goal?

Accepted Answer

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Question 4

Taylor would like to retire on December 31, 2026, and take a trip around the world. In order to do this, she feels she must accumulate $200,000 in her retirement account by that date. She is willing to deposit a certain amount each year into her retirement account, which earns 12% interest compounded annually. Taylor will make the first deposit on December 31, 2017, and the last deposit on December 31, 2026.
Required:
Determine the amount Taylor must deposit into her retirement account each year. Clearly label all work.

Accepted Answer

The answer of Taylor would like to retire on December...

Question 5

Using the present value tables, solve the following problems.
Required:
1) What is the present value of a $100,000 loan issued on January 1, 2016, due on January 1, 2021, discounted at
14% compounded annually?
2) What is the present value of a $100,000 loan issued on January 1, 2016, due on July 1, 2021 discounted at 16%
compounded quarterly?
3) What is the amount of the present value discount on $25,000 due at the end of seven years at 9% compounded annually?

Accepted Answer

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Question 6

Using the compound interest tables, answer each of the following questions.
Required:
a. Assuming that $100,000 to be paid at the end of ten years has a present value today of
$50,834.90, what interest rate compounded annually is used in the calculation of the present value?
b. What amount must be deposited today if $200,000 is to be accumulated six years from today, and interest at 12% is compounded semiannually?

Accepted Answer

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Question 7

Using the compound interest tables, answer the following questions.
Required:
a. What amount of interest will be earned on an investment of $10,500 left on deposit by
Marcy for three years at 9% interest compounded annually?
b. Travis deposited $10,000 in a fund that earns 8% interest compounded annually. How many years will it take for the fund to grow to $21,589.25?

Accepted Answer

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Question 8

At the beginning of 2017, Lisa Co. issued bonds with a face value of $700,000 due on December 31, 2023. The company desires to accumulate a fund to retire these bonds at maturity by making equal annual deposits beginning on December 31, 2017.
Required:
Compute the amount that the company must deposit at the end of each year, assuming that the fund will earn 10%
interest a year compounded annually and seven deposits are made.

Accepted Answer

The answer of At the beginning of 2017, Lisa Co....

Question 9

Using the compound interest tables, answer each of the following questions.
Required:
a. What is the present value on January 1, 2014, of $50,000 due on January 1, 2020, and discounted at 7% compounded annually?
b. What is the present value on January 1, 2014, of $8,000 due on January 1, 2022, and discounted at 10% compounded semiannually?

Accepted Answer

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Question 10

Beginning December 31, 2014, ten equal, annual withdrawals are to be made.
Required:
Using the appropriate tables, determine the equal, annual withdrawals if $140,000 is invested on January 1, 2014 at an interest rate of 10% compounded annually.

Accepted Answer

The answer of Beginning December 31, 2014, ten equal, annual...

Question 11

Using the compound interest tables, answer the following questions.
Required:
a. How much will be accumulated on January 1, 2018 if $450,000 is deposited on January 1,
2014, and interest is compounded annually at 10%?
b. How much will be accumulated on December 31, 2024 if $80,000 is deposited on
December 31, 2014, and the fund pays 9% interest compounded semiannually?
c. What will be on deposit on January 1, 2019 if $50,000 is deposited on January 1, 2014, in a fund that earns 16% interest compounded quarterly?

Accepted Answer

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Question 12

FASB financial accounting concepts on using estimated future cash flow information in accounting measurements to value various assets and liabilities identified each of the following elements except

Accepted Answer

The Financial Accounting Standards Board (FASB) encourages the use of estimates that consider a range of possible cash flows rather than focusing on a single most likely minimum or maximum amount. This approach acknowledges the inherent uncertainty in predicting future cash flows and allows for a more comprehensive assessment of potential outcomes.

Question 13

Using an appropriate compound interest table, answer the following question.
Required:
What is the future amount on December 31, 2024, of eleven deposits of $12,000 each with the first deposit being made on December 31, 2014, and interest at 12% compounded annually?

Accepted Answer

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Question 14

On January 1, 2016, Bob's Meat Market leased some equipment from another company. The lease contract calls for $12,000 annual payments for eight years, beginning on December 31, 2016.
Required:
Calculate the present value of the lease payments on January 1, 2016. Assume a 6% interest rate.

Accepted Answer

The answer of On January 1, 2016, Bob's Meat Market...

Question 15

Using the future value tables to answer the following questions.
Required:
1) What is the value on January 1, 2023, of $75,000 deposited on January 1, 2016, which accumulates interest at
14% annually?
2) What is the value on January 1, 2021, of $15,000 deposited on July 1, 2016, which accumulates interest at 16%
compounded quarterly?
3) What is the compound interest on an investment of $10,000 left on deposit for 7 years at 8% compounded annually?

Accepted Answer

The answer of Using the future value tables to answer...

Question 16

Bunsen Company is involved in a consumer liability lawsuit. Company attorneys have assessed the contingent outcomes of the lawsuit. Because the attorneys think the company will probably lose the lawsuit, To prepare for this loss, Bunsen management has decided to set aside funds in an investment account that earns a 9% return rate. Furthermore, there is general agreement that there is a 60% probability the company will have to pay the defendants $6 million four years from now; a 30% probability the company will need to pay $10 million eight years from now, and a 10% probability the company will pay nothing. What amount should Bunsen accrue as a contingent liability?

Accepted Answer

To calculate the amount Bunsen should accrue as a contingent liability, we need to find the present value of the expected payments, considering the probabilities and the time frames. The formula for the present value (PV) is PV = FV / (1 + r)^n, where FV is the future value, r is the interest rate, and n is the number of periods.1. For the $6 million payment in 4 years with a 60% probability:PV1 = $6,000,000 * 0.60 / (1 + 0.09)^4 ≈ $3,579,6392. For the $10 million payment in 8 years with a 30% probability:PV2 = $10,000,000 * 0.30 / (1 + 0.09)^8 ≈ $3,476,2893. For the $0 payment with a 10% probability, the present value is $0 since no payment is expected.Adding the present values of these payments gives the total amount Bunsen should accrue:Total PV = PV1 + PV2 + PV3 ≈ $3,579,639 + $3,476,289 + $0 = $7,055,928However, since none of the provided options exactly matches this calculation, and given the nature of the question, it seems there might have been a mistake in the calculation process or in interpreting the options. The correct approach involves calculating the present value of each outcome based on its probability and summing these values to find the expected present value, which is the amount that should be accrued. The closest match to a reasonable calculation based on the given information and typical financial formulas is option A, but the exact calculation provided does not match any of the options exactly, suggesting a possible error in the calculation or a misunderstanding of the provided options.

Question 17

Using the compound interest tables, answer each of the following questions.
Required:
a. Jane has a $35,000 bank loan that she wishes to pay off in five equal annual payments with
12% interest. If the first payment is due one year from today, what will be the amount of the annual payment necessary?
b. Joan wants to borrow some money from the bank to start a small business. Joan can afford to pay off the loan in 15 annual installments of $9,500. The bank charges an annual interest rate of 12%. If Joan makes the first payment one year from the date of the loan, how much can Joan borrow?

Accepted Answer

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Question 18

On August 1, 2016, Jason purchased machinery from Morgan for expanding its production operation. Morgan has given Jason three options for payment:
a. $300,000 in cash now
b. $150,000 down payment now and $50,000 per year for the next ten years beginning August 1, 2017
c. $100,000 now and $100,000 per year for five years beginning August 1, 2017
Required:
Determine which of the above payment plans has the lowest present value. Clearly label all of your work. The effective annual interest rate is expected to be 12% during this period.

Accepted Answer

The answer of On August 1, 2016, Jason purchased machinery...

Question 19

Rita deposited $8,000 in a savings account that provides for interest at the rate of 16% compounded quarterly.
Required:
Compute the balance in the account at the end of seven years.

Accepted Answer

The answer of Rita deposited $8,000 in a savings account...

Question 20

Compound interest factors are provided below: $\begin{array}{lcccc}
&5\%,n=10&5\%,n=20&10\%,n=10&10\%,n=20\
\hline
\text { Future value of a single sum } & 1.629 & 2.653 & 2.594 & 6.728 \
\text { Future value of an ordinary annuity } & 12.578 & 33.067 & 15.937 & 57.275 \
\text { Present value of a single sum } & 0.614 & 0.377 & 0.386 & 0.149 \
\text { Present value of an ordinary annuity } & 7.722 & 12.462 & 6.145 & 8.514 \
\text { Present value of an annuity due } & 8.108 & 13.085 & 6.759 & 9.365 \
\end{array}$ 
Using the above factors, answer each of the following questions. 
a. How much will you have in 10 years if you invest $30,000 in an investment that earns 10%
semiannually?
b. How much do you have to invest today to have $30,000 in 10 years if the investment earns
10% annually?
c. How much will you have in 10 ysears if you invest $15,000 at the end of each year in an investment earning 10% annually?
d. How much do you have to invest today and every six months thereafter for the next 10 years if you want to accumulate a total of $400,000 10 years from today in an investment paying 10% semiannually?

Accepted Answer

The answer of Compound interest factors are provided below: \(\begin{array}{lcccc}
&5\%,n=10&5\%,n=20&10\%,n=10&10\%,n=20\
\hline
\text...

Quiz 23: Understanding Time Value of Money Formulas and Concepts

Beginning December 31, 2014, ten equal, annual withdrawals are to be made. Required: Using the appropriate tables, determine the equal, annual withdrawals if $140,000 is invested on January 1, 2014 at an interest rate of 10% compounded annually.

FASB financial accounting concepts on using estimated future cash flow information in accounting measurements to value various assets and liabilities identified each of the following elements except

Using an appropriate compound interest table, answer the following question. Required: What is the future amount on December 31, 2024, of eleven deposits of $12,000 each with the first deposit being made on December 31, 2014, and interest at 12% compounded annually?

On January 1, 2016, Bob's Meat Market leased some equipment from another company. The lease contract calls for $12,000 annual payments for eight years, beginning on December 31, 2016. Required: Calculate the present value of the lease payments on January 1, 2016. Assume a 6% interest rate.

Rita deposited $8,000 in a savings account that provides for interest at the rate of 16% compounded quarterly. Required: Compute the balance in the account at the end of seven years.