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AlladinOne [14]
4 years ago
7

DelRay Foods must purchase a new gumdrop machine. Two machines are available. Machine 7745 has a first cost of $8,000, an estima

ted life of 10 years, a salvage value of $1,000, and annual operating costs estimated at $0.01 per 1,000 gumdrops. Machine A37Y has a first cost of $8,000, a life of 10 years, and no salvage value. Its annual operating costs will be $260 regardless of the number of gumdrops produced. MARR is 6%/year, and 30 million gumdrops ware produced each year.
Based on an internal rate of return analysis, which machine should be recommended?
Business
1 answer:
Monica [59]4 years ago
5 0

Answer:

I would recommend Machine 7745

Explanation:

Machine 7745

initial outlay = $8,000

operational costs per year = $300

depreciation cost per year = $700

salvage value (at year 10) = $1,000

total costs per year (1 - 9) = $1,000

total costs year 10 = $0

using an excel spreadsheet, the IRR = 2%. Since you are analyzing costs only, not incremental revenue, then you must select the project with the lowest IRR.

 

Machine A37Y

initial outlay = $8,000

operational costs per year = $260

depreciation cost per year = $800

total costs per year (1 - 10) = $1,060

using an excel spreadsheet, the IRR = 4%

 

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Harmony Company sells hand-knit scarves. Each scarf sells for $40. The company pays $60 to rent vending space for one day. The v
Nataly_w [17]

Answer:

B) 3 scarves

Explanation:

total fixed costs per day = $60 (rent)

selling price per scarf = $40

variable cost per scarf = $15

contribution margin = selling price per unit - variable cost per unit = $40 - $15 = $25

break even formula in units = total fixed costs / contribution margin = $60 / $25 = 2.4 units, since you can only sell complete units, the break even amount is 3 scarves.

8 0
3 years ago
The Morris Corporation has $300,000 of debt outstanding, and it pays an interest rate of 8% annually. Morris's annual sales are
Ad libitum [116K]

Answer: 1.41

Explanation:

Given that,

Debt outstanding = $300,000

interest rate = 8% annually

annual sales = $1.5 million

average tax rate = 40%

net profit margin on sales = 4%

interest amount = 300,000 × 0.08

                          = $24,000

net profit = 4% of 1.5 million

                = $6,000

Profit before tax = \frac{6,000}{0.60}

                           = $10,000

earning before interest and tax = profit before tax + interest

                                                    = $10,000 + $24,000

                                                    = $34,000

TIE ratio = \frac{EBIT}{Interest}

              = \frac{34,000}{24,000}

              = 1.41

8 0
3 years ago
Find the average rate of change of the tuition and fees at public two-year colleges. the average rate of change is $ nothing per
Westkost [7]

The average change in the tuition in the school is $1748.30 per year

<h3>How to find the average rate of change</h3>

The formula would be

y2 -y1 / x2 - x1

The value for y1 = 19890

y2 = 30380

x2 = 2011

x1 = 2005

We would have to put these values in the formula that we have above such that we would be having:

30380 - 19890 / 2011 - 2005

10490 / 6

= $1748.30

Hence we would say that the average rate of change is $1748.30 per year.

Read more on the average rate of change here

brainly.com/question/11627203

#SPJ1

5 0
1 year ago
You made an investment of $12,000 into an account that paid you an annual interest rate of 3.5 percent for the first 5 years and
Whitepunk [10]

Answer:

interest rate r = 6.78 %

Explanation:

given data

investment = $12,000

interest rate = 3.5 percent = 0.035

time = 5 year

interest rate =  7.9 percent = 0.079

time = next 15 year

to find out

What was your annual rate of return over the entire 20 years

solution

we get here interest rate as

interest rate r = [(1+r)^{t1} * (1+r)^{t2}]^{\frac{1}{t1+t2}} - 1     ...................1

here t1 is time period for first 5 year and t2 is time i.e next 15 year and r1 and r2 is rate

now put here value we get

interest rate r = [(1+)^{t1} * (1+r)^{t2}]^{\frac{1}{t1+t2}} - 1

interest rate r = [(1+0.035)^{5} * (1+0.079)^{15}]^{\frac{1}{5+15}} - 1

interest rate r = 1.0678 - 1

interest rate r = 0.0678

interest rate r = 6.78 %

4 0
3 years ago
Broussard Skateboard's sales are expected to increase by 25% from $8.6 million in 2019 to $10.75 million in 2020. Its assets tot
Sonbull [250]

Answer:

$236,500

Explanation:

Using the AFN equation to forecast Broussard's additional funds

Sales expected in 2019 2,150,000

( 8,600,000* .25)

After-tax profit margin 430,000

(10,750,000*4%)

Dividend payments 193,500

[$430,000 * 45%]

Addition to retained earnings $236,500

[$430,000 - $193,500]

Therefore forecast Broussard's additional funds needed for the coming year will be $236,500

4 0
3 years ago
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