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Anna [14]
2 years ago
14

A store sells 20 ice cream bars per hour for $4 each, but on discount days, it sells 35 ice cream bars per hour for $3. Based on

these two data points, what would be the slope for the relationship between the price and the quantity of ice cream sold?
Business
1 answer:
USPshnik [31]2 years ago
6 0

Answer:

The slope for the relationship between the price and the quantity of ice cream sold would be of -1/15

Explanation:

In order to calculate the slope for the relationship between the price and the quantity of ice cream sold we would have to calculate the following formula:

Slope= change in yaxis( vertical)/change in xaxis(horizontal)

Slope= change in price/change in quantity demand

Slope=P2-P1/Q2-Q1

Slope=3-4/35-20

Slope=-1/15

The slope for the relationship between the price and the quantity of ice cream sold would be of -1/15

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When using the book value of equity, the debt to equity ratio for Luther in 2018 is closest to: A) 0.43 B) 2.29 C) 2.98 D) 3.57
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Answer:

The correct answer is 2.29

Explanation:

The debt-to-capital ratio (D/E) is a measurement of a company's financial leverage.

D/E=Total debt/Total equity

Total debt=(notes payable (10.5) + current maturities of long-term debt (39.9) + long-term debt (239.7) = 290.1

Total Equity = 126.6

D/E= 290.1/126.6=2.29

Thus, the debt to equity ratio for Luther in 2018 is closest to 2.29

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Angela will need $2000 in three years so that she can take a cruise vacation with some of her friends. She just received a large
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Answer:

$1,883.81

Explanation:

To calculate this, we use the formula for calculating the present value (FV) as follows:

PV = FV ÷ (1 + r)^n ……………………………………………. (1)

PV = Present value or the amount to invest in the CD = ?

FV = future value or the amount needed in three years = $2,000

r = interest rate = 2% annually = 2%/4 quarterly = 0.5% or 0.005 quarterly

n = number of period = 3 years = (3 × 4) quarters = 12 quarters

Substituting the values into equation (1), we have:

PV = 2,000 ÷ (1 + 0.005)^12 = 2,000 ÷  1.0616778118645 = $1,883.81

Therefore, Angela should invest $1,883.81 in the CD.

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Gemstone designs and creates luxury items like jewelry and hair accessories. It sells its merchandise only through Francone's, a
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Integrative—Determining relevant cash flows Lombard Company is contemplating the purchase of a new high-speed widget grinder to
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Answer:

a. Calculate the initial investment associated with the replacement of the existing grinder by the new one.

initial investment = cost of new grinder + cost of installing new grinder - after tax cost of selling old grinder + increase in net working capital

  • cost of new grinder = $105,000
  • cost of installing new grinder = $5,000
  • after tax cost of selling old grinder = $70,000 - ($70,000 - {$60,000 x (1 - 52%)] x 40%} = $70,000 - $16,480 = $53,520
  • increase in net working capital = $40,000 + $30,000 - $58,000 = $12,000

initial investment = $105,000 + $5,000 - $53,520 + $12,000 = $68,480

b. Determine the incremental operating cash inflows associated with the proposed grinder replacement. (Note: Be sure to consider the depreciation in year 6.)

cash flows new grinder:

  • year 1 = [($43,000 - $22,000) x (1 - 40%)] + $22,000 = $34,600
  • year 2 = [($43,000 - $35,200) x (1 - 40%)] + $35,200 = $39,880
  • year 3 = [($43,000 - $21,120) x (1 - 40%)] + $21,120 = $34,248
  • year 4 = [($43,000 - $12,672) x (1 - 40%)] + $12,672 = $30,868.80
  • year 5 = [($43,000 - $12,672) x (1 - 40%)] + $12,672  + $18,000 (NWC) + $19,934.40 (after tax salvage value) = $68,803.20

cash flows old grinder:

  • year 1 = [($26,000 - $11,520) x (1 - 40%)] + $11,520 = $20,208
  • year 2 = [($24,000 - $6,912) x (1 - 40%)] + $6,912 = $15,964.80
  • year 3 = [($22,000 - $6,912) x (1 - 40%)] + $6,912 = $15,964.80
  • year 4 = [($20,000 - $3,456) x (1 - 40%)] + $3,456 = $13,382.40
  • year 5 = $18,000 x (1 - 40%) = $10,800

incremental cash flows:

year 1 = $34,600 - $20,208 = $14,392

year 2 = $39,880 - $15,964.80 = $23,915.20

year 3 = $34,248 - $15,964.80 = $18,283.20

year 4 = $30,868.80 - $13,382.40 = $17,486.40

year 5 = $68,803.20 - $10,800 = $58,003.20

c. Determine the terminal cash flow expected at the end of year 5 from the proposed grinder replacement.

terminal cash flow = recovering net working capital + after tax salvage value = $18,000 + $19,934.40 = $37,934.40

d. Depict on a time line the relevant cash flows associated with the proposed grinder replacement decision.

year 0 = -$68,480

year 1 = $34,600

year 2 = $39,880

year 3 = $34,248

year 4 = $30,868.80

year 5 = $68,803.20

5 0
2 years ago
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