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Maslowich
3 years ago
9

M10-14 Analyzing the Impact of Transactions on the Debt-to-Assets Ratio [LO 10-5] BSO, Inc., has assets of $600,000 and liabilit

ies of $450,000 resulting in a debt-to-assets ratio of 0.75. For each of the following transactions, determine whether the debt-to-assets ratio will increase, decrease, or remain the same, and enter the value of the new debt-to-assets ratio. Each item is independent.
Business
1 answer:
Gnom [1K]3 years ago
5 0

Answer:

The each transaction affecting or not the debt to assets ratio is given below;

1-Purchased inventory of$20,000 on credit

2-Paid accounts payable amount of $50,000

3-Recorded accrued salaries of $100,000

4-Borrowed $250,000 from a local bank

Explanation:

1-Debt/Total Assets=470,000/620,000=.76 it will increase the ratio

2-                              =400,000/550,000=.73 it will decrease the ratio

3-                              =550,000/600,000=.92 it will increase the ratio

4-                              =700,000/850,000=.82 it will increase the ratio

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Laurel, Inc., and Hardy Corp. both have 6 percent coupon bonds outstanding, with semiannual interest payments, and both are curr
stealth61 [152]

Answer:

A. If interest rates suddenly rise by 2 percent, what is the percentage change in the price of these bonds?

Laurel, Inc. = -8.11%

Hardy Corp. = -18.91%

B. If interest rates were to suddenly fall by 2 percent instead, what would the percentage change in the price of these bonds be then?

Laurel, Inc. = +8.98%

Hardy Corp. = +25.49%

Explanation:

bonds with 6% semiannual coupons, sold at par $1,000

Laurel, Inc. bond maturity in 5 years

Hardy Corp. bond maturity in 18 years

the current price of a bond is the sum of the present value of its face value and coupons. I will use an annuity table to calculate PV of face value and an ordinary annuity table for the coupons:

Laurel, Inc.

market rate 4% = ($1,000 x 0.8203) + ($30 x 8.9826) = $820.30 + $269.48 = $1,089.78, % change = 89.78/1,000 = 8.98%

market rate 8% = ($1,000 x 0.6756) + ($30 x 8.1109) = $675.60 + $243.33 = $918.93, % change = -81.07/1,000 = -8.11%

Hardy Corp.

market rate 4% = ($1,000 x 0.4902) + ($30 x 25.489) = $490.20 + $764.67 = $1,254.87, % change = 254.87/1,000 = 25.49%  

market rate 8% = ($1,000 x 0.2437) + ($30 x 18.908) = $243.70 + $567.24 = $810.94, % change = -189.06/1,000 = -18.91%  

3 0
3 years ago
Accounting is the information system that A. processes information into reports. B. measures business activity. C. communicates
Natalka [10]

Answer:

The correct answer is letter "D": All of the above.

Explanation:

Accounting is the activity by which the economic transactions of a company are registered in ledgers that together form a group where information is recorded to be summarized at the end of an accounting period in Financial Statements. That report is useful for top managers since they can make decisions about what the firm should implement or replace to maximize the firm's resource allocation and profits.

8 0
3 years ago
Melbourne Company uses the perpetual inventory method. Melbourne purchased 500 units of inventory that cost $4.00 each. At a lat
ra1l [238]

Answer:

$1,200

Explanation:

Calculation to determine what the amount of ending inventory appearing on the balance sheet will be:

First step is to determine the units in ending inventory

Units in ending inventory=500 units + 600 units – 800 units sold

Units in ending inventory= 300

Now let determine the Ending inventory

Ending inventory=300 units x $4.00

Ending inventory = $1,200

Therefore the amount of ending inventory appearing on the balance sheet will be:$1,200

5 0
3 years ago
You have been managing a $5 million portfolio that has a beta of 1.05 and a required rate of return of 9.775%. The current risk-
Lilit [14]

Answer:

9.62%

Explanation:

Re = Rf + (B x Rp)

Re = cost of equity = 9.775%

Rf = risk free rate = 4%

B = beta = 1.05

Rp = risk premium = ?

Rp = (Re - Rf) B = (9.775% - 4%)/1.05 = 5.5%

Re portfolio = Rf + {Rp x [(B₁ x $5/$5.5) + (B₂ x $0.5/$5.5)]}

Re portfolio = 4% + {5.5% x [(1.05 x $5/$5.5) + (0.75 x $0.5/$5.5)]}

Re portfolio = 4% + {5.5% x [0.9545 + 0.0682]}

Re portfolio = 4% + 5.6249% = 9.62%

6 0
3 years ago
Kevin Morales invests $14,963.72 now for a series of $2,200 annual returns beginning one year from now. Kevin will earn a return
4vir4ik [10]

Answer:

Answer= 9 years

Explanation:

Present value of annuity=Annuity[1-(1+interest rate)^-time period]/rate

14,963.72=2200[1-(1.06)^-n]0.06

14,963.72=36,666.67[1-(1.06)^-n]

1-(1.06)^-n=(14,963.72/36,666.67)

(1.06)^-n=1-(14,963.72/36,666.67)

(1/1.06)^n=0.591898545

Taking log on both sides;

n*log (1/1.06)=log 0.591898545

Hence n=log0.591898545/log (1/1.06)

=9 years.

7 0
3 years ago
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