Legacy issues $570,000 of 8.5%, four-year bonds dated January 1, 2019, that pay interest semiannually on June 30 and December 31. They are issued at $508,050 when the market rate is 12%.

Answers

Answer 1
Answer:

Final answer:

A bond is an 'I owe you' note where the lender (the investor) lends capital to the borrower (the issuing entity) in return for a bond and gets paid back the face value plus interest at a predetermined rate. Legacy in this case has issued $570,000 worth of bonds with an 8.5% interest rate for four years, selling them at a rate of $508,050 when the current market rate is 12%. The price of a bond is influenced by current market rates.

Explanation:

The subject of the question pertains to bonds, which are part of the financial market. A bond is an 'I owe you' note that an investor buys in exchange for lending capital to an entity, like a corporation or government. In this scenario, Legacy is issuing bonds of $570,000 with an 8.5% interest rate for four years, that pay on a semiannual basis. These bonds are sold at $508,050 when the market rate is 12%.

When buying a bond, an investor becomes the lender and the issuing entity becomes a borrower who agrees to pay back the face value of the bond at maturity, plus an agreed-upon interest rate. As mentioned above, the bond has a coupon rate, usually semi-annual, and a maturity date when the borrower will pay back its face value and last interest payment. By these parameters of face value, interest rate, and maturity date, a buyer can calculate a bond's present value. This value may not be the same as the bond's face value.

If you consider a market rate now at 12%, you know that you could invest $964 in an alternative investment and receive $1,080 a year from now; or $964(1 + 0.12) = $1080. This means you would not pay more than $964 for the original $1,000 bond. Therefore, the price of a bond is influenced by the current market rate.

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Answer 2
Answer:

Final answer:

A bond is an "I owe you" note that an investor receives in exchange for money. Legacy issued bonds at a price lower than the face value due to higher market interest rates.

Explanation:

In financial terms, a bond is an "I owe you" note that an investor receives in exchange for money. The bond has a face value, a coupon rate, and a maturity date. Combining these elements and market interest rates, a buyer can compute a bond's present value. Legacy issued $570,000 of 8.5%, four-year bonds at $508,050 when the market rate is 12%. This means that the present value of the bonds is less than the face value because the market rate is higher than the coupon rate.

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The following are budgeted data:Sales (units ) Production (units)April 15,000 18,000May 20,000 19,000June 18,000 16,000Two pounds of material is required for each finished unit. The inventory of materials at the end of each month should equal 20% of the following month's production needs.Purchases of raw materials for May should be:a.36,800 poundsb.39,200 poundsc.52,000 poundsd.38,000 pounds

Answers

Answer:

Total= 36,800 pounds

Explanation:

Giving the following information:

Sales (units ) - Production (units):

May: 20,000 - 19,000

June: 18,000 - 16,000

Two pounds of material is required for each finished unit. The inventory of materials at the end of each month should equal 20% of the following month's production needs.

Purchases for May= production for the month + desired ending inventory - beginning inventory

Production= 19,000*2 pounds= 38,000 pounds

Desired ending inventory= (16,000*2)*0.2= 6,400 pounds

Beginning inventory= (38,000*0.2)= (7,600)

Total= 36,800 pounds

Dwayne invests $4,700 in a savings account at the beginning of each of the next twelve years. if his opportunity cost rate is 7 percent compounded annually, how much will his investment be worth after the last annuity payment is made? use the equation method to calculate the worth of the investment. (round your answer to two decimal places.)​

Answers

Answer: Dwayne's investment will be worth $89,961.02 after the last annuity payment is made.

Since Dwayne contributes $4700 at the beginning of each year, we need to calculate the future value of an annuity due.

We use this formula for our calculations:

\mathbf{FV _(Annuity due) = PMT * \left [ ((1+r)^(n)-1)/(r) \right ]*(1+r)}

Substituting the values we get,

\mathbf{FV _(Annuity due) = 4700 * \left [ ((1+0.7)^(12)-1)/(0.07) \right ]*(1+0.07)}

\mathbf{FV _(Annuity due) = 4700 * \left [ \frac{2.252191589}-1}{0.07} \right ]*(1.07)}

\mathbf{FV _(Annuity due) = 4700 * \left [ \frac{1.252191589}}{0.07} \right ]*(1.07)}

\mathbf{FV _(Annuity due) = 4700 * 17.88845127 *(1.07)}

\mathbf{FV _(Annuity due) = 89961.02144}

Suppose First Main Street Bank, Second Republic Bank, and Third Fidelity Bank all have zero excess reserves. The required reserve ratio is 25%. The Federal Reserve buys a government bond worth $1,800,000 from Yakov, a client of First Main Street Bank. He deposits the money into his checking account at First Main Street Bank.Complete the following table to reflect any changes in First Main Street Bank's T-account (before the bank makes any new loans)

Assets Liabilities

Complete the following table to show the effect of a new deposit on excess and required reserves when the required reserve ratio is 25%.

Amount Deposited (Dollars) Change in Excess Reserves (Dollars) Change in Required Reserves (Dollars)
1,800,000

Answers

Answer:

a) First Main Street Bank's T-account (before the bank makes any new loans) will look as follows:

                  Assets                         |                Liabilities                  

Reserves                   $1,800,000 |  Deposits             $1,800,000

b) The effect of a new deposit on excess and required reserves when the required reserve ratio is 25% are as follows:

Amount Deposited (Dollars) = $1,800,000

Change in Excess Reserves (Dollars) = $1,350,000

Change in Required Reserves (Dollars) = $450,000

Explanation:

a) Complete the following table to reflect any changes in First Main Street Bank's T-account (before the bank makes any new loans)

A deposit of $1,800,000 by Yakov into his checking account at First Main Street Bank will lead to the creation of both an asset and a liability for First Main Street Bank.

The reserves on the asset side of the T-account of First Main Street Bank will therefore increase by $1,800,000. This gives the bank the opportunity to able to give loan to its other customers from the additional reserves.

On the other hand, the deposit of $1,800,000 by Yakov will be recorded as a demand deposit on the liability side of the T-account of First Main Street Bank. This is because it is possible for Yakov to withdraw his deposit at any time.

This transaction will therefore be reflected as follows:

                  Assets                         |                Liabilities                  

Reserves                   $1,800,000 |  Deposits             $1,800,000

b) Complete the following table to show the effect of a new deposit on excess and required reserves when the required reserve ratio is 25%.

Note: See the attached excel file to see how the table will actually look.

The required reserve ratio of 25% implies that First Main Street Bank is required by law to hold 25% of the new reserves which in this case is the initial deposits from Yakov.

By calculating this, 25% of $1,800,00 is $450,000 and it indicates an increase of $450,000 in the required reserve of First Main Street Bank.

After deducting 25% from 100%, we have 75% left. And 75% of $1,800,000 is $1,350,000. This $1,350,000 is the excess reserves that First Main Street Bank can use to give loans to other customers.

The breakdown is therefore as follows:

Amount Deposited (Dollars) = $1,800,000

Change in Excess Reserves (Dollars) = 75% * $1,800,000 = $1,350,000

Change in Required Reserves (Dollars) = 25% * $1,800,000 = $450,000

The reserve ratio is part of the reservable liabilities that commercial banks should hold on to, rather than lending or investing.

What is a reserve ratio?

This is a requirement determined by the country's largest bank, the United States Federal Reserve. It is also known as the cash reserve ratio.

As per the information, the  calculation of the reserve ratio from the government bond:

\rm\,25\% \,of \,1,800,000 = 450,000\n\nExcess \; reserves = 1,800,000 - 450,000 = 1,350,000

Now, this 1,800,000 will be part of demand deposits on the Assets side, and on the liability side, it will form part of the reserves.

               Assets                         I               Liabilities                  

Reserves                   $1,800,000 |  Deposits             $1,800,000

Secondly, the required reserve to be maintained from the reserves is $450,000 and the excess reserve is $1,350,000 that can be utilised for lending loans to the Public.

Hence, the amount of reserve ratio that First Main street Bank will maintain is $450,000.

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An employee earns $32 per hour and 1.5 times that rate for all hours in excess of 40 hours per week. Assume that the employee worked 60 hours during the week, and that the gross pay prior to the current week totaled $46,400. Assume further that the social security tax rate was 6.0%, the Medicare tax rate was 1.5%, and federal income tax to be withheld was $515. a. Determine the gross pay for the week. $ If applicable, round your final answer to two decimal places. b. Determine the net pay for the week. $

Answers

Answer:

a. Gross pay for the week = $2,240

b. net pay for the week = $683

Explanation:

a) gross pay for the week = total amount earned, before the deduction of taxes and other charges, it is calculated as follows:

amount earned per hour = $32

amount earned in excess of 40 hours = 1.5 × 32 = $48 per hour

Total hour worked = 60 hours

This means that in the first 40 hours, the employee earned 32$ per hour and $48 per hour for the next 20 hours

∴ amount earned in the first 40 hours = 32 × 40 = $1,280

amount earned in the next 20 hours = 48 × 20 = $960

∴ Gross pay for the week = 1,280 + 960 = $2,240

b) net pay for the week = Gross pay - (Total deductions)

Deductions are as follows:

social security tax rate = 6.0% of gross pay = 0.06 × 2,240 = $134.4

Medicare tax rate = 1.5% of gross pay = 0.015 × 2,240 = $33.6

Federal income tax = $515

Total deductions = 134.4 + 33.6 + 515 = $683

∴ Net pay for the week = 2,240 - 683 = $1,557

A put and a call have the following terms: Call: strike price $50 expiration date six months Put: strike price $50 expiration date six months The price of the stock is currently $55. The price of the call and put are, respectively, $9 and $1. What will be the profit from buying the call or buying the put if, after six months, the price of the stock is $40, $50, or $60?

Answers

Answer:

* Profit from buying the call with strike price of $50 after six months if:

- The stock price is $40: -$9

- The stock price is $50: -$9

- The stock price is $60: $1

* Profit from buying the put with strike price of $50 after six months if:

- The stock price is $40: $9

- The stock price is $50: -$1

- The stock price is $60: -$1

Explanation:

It is useful to recall that the call's buyer has the right but not the obligation to buy an underlying asset at strike price at expiration date; while the put's buyer has the right but not the obligation to sell an underlying asset at strike price at expiration date.

Explanation for each circumstances:

*Profit from buying the call with strike price of $50 after six months if:

- The stock price is $40: Do not exercise the call option as investor can buy from the market at $40 instead at the strike price of $50. Thus, investor will recognize a loss of $9 from buying the option.

- The stock price is $50: Market price is equal to strike price, investor will recognize a loss of $9 from buying the option.

- The stock price is $60: $1. Investor buy at strike price $50, sell in the market for $60 to get profit of $10, minus option price of $9, net gain is $1.

* Profit from buying the put with strike price of $50 after six months if:

- The stock price is $40: Investor buy from market at $40, sell through put option at $50, recognized the profit of $10. Net gain will be determined by further deducting of option price $1, to come at $9.

- The stock price is $50: Market price is equal to strike price, investor will recognize a loss of $1 from buying the option.

- The stock price is $60: Investor ignore the option as it can sell at market price of $60 instead of strike price $50. Net loss is option price $1.

QS 20-26A Merchandising: Cash payments for merchandise LO P4 Garda purchased $610,000 of merchandise in August and expects to purchase $730,000 in September. Merchandise purchases are paid as follows: 30% in the month of purchase and 70% in the following month. Compute cash payments for merchandise for September.

Answers

Answer:

The cash payments for September are $646000

Explanation:

The cash payments for merchandise are divided into to parts. The previous month's 70% payments and this month's 30% payments. Thus, the cash payments for the month of september will be 70% for AAugust purchases and 30% for september's purchases.

Thus the cash payments for merchandise will be,

Cash Payments = 0.7 * 610000 + 0.3 * 730000  = $646000

Answer:

=646000

Explanation:

30% pay in the month of purchase .

Note that th purchase made in September is $730,000 and 30% is due that month.

= 30% × 730,000

=  219,000

70% in the following month

For his category, payment be made in  September should relate to purchases made in August, and $610,000 was purchased in August

=70%× $610,000

=427,000

Cash payment f r te September

=  219,000 + 427,000

=$646,000