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Nat2105
2 months ago
7

The Dow Jones Industrial Average Index has an unusual weighting methodology . Unlike the S&P 500, it is weighted by share pr

ice. Here are 20 of the 30 members of the Dow Jones on March 20, 2019. If all the shares went up by 5%, which share on the screen shown would have the biggest contribution to an upward movement in the Index ?

Business
1 answer:
marusya05 [3.7K]2 months ago
8 0
Goldman Sachs. Explanation: When all shares appreciate in value by 5%, the greatest impact on the S&P 500's increase would come from the option with the highest weight. Among the options, Apple weighs 4.955, General Electric is not included, Exxon Mobil weighs 2.1417, while Goldman Sachs has a weight of 5.1177. Thus, Goldman Sachs contributes the most significantly.
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JTM Ltd incurs costs of $16 per unit ($12 variable, $4 fixed) for a widget it sells for $22. JTM has received two special offers
marusya05 [3725]

Answer:

We need to evaluate the possible gains from selecting one order over the other:

Current costs for JTM:

  • $12 variable per unit
  • $4 fixed per unit

If JTM proceeds with Firm A's order, its fixed costs will remain unchanged and it stands to gain an additional profit of: ($17 - $12) x 10,000 = $50,000.

However, if JTM opts for Firm B's order with its existing cost framework, it lacks the capacity to fulfill it unless variable or fixed costs rise—though we can’t ascertain by how much. Therefore, the contribution margin would likely be less than the $5 obtainable from Firm A's order.

Alternatively, JTM could accept Firm B's order while foregoing the sale of 2,000 units through standard sales channels. This choice would enhance profits but would also incur a loss of regular profits:

($5 x 14,000 units) - ($6 x 2,000 units for forgone regular profits) = $70,000 - $12,000 = $58,000. If JTM manages to cancel the sale of those 2,000 units, Firm B's proposition would increase profits by $58,000, surpassing Firm A's by $8,000, but this hinges on the feasibility of canceling the routine sales.

3 0
2 months ago
Canine Crates just paid an annual dividend of $.45 per share but plans to double that amount each year for three years. After th
marusya05 [3725]

Answer:

e) $23.89

Explanation:

To find the present value of Canine Crates shares today, based on a return rate of 13%, we must first compute the annual value derived from dividends over three years as follows

D1= The yearly dividend x 2 ( Canine Crates intends to double the dividend each year for three years

D1= $0.45 x 2 = $0.9D2= $0.90 x 2 = $1.80

D3= $1.80 x 2 = $3.60

Subsequently, we calculate the stock’s value by summing the present values of each year's dividends.

This is founded on the following formula

Dividend per year / (1+r)∧n

= Dividend per year

r = required rate

n= period

Stock value = $0.9 / (1.13) + $1.80 / (1.13)∧2 + $3.60/ (1.13)∧3

Final stock valuation = $23.89

3 0
2 months ago
Read 2 more answers
Kalyan Singhal Corp. makes three products, and it has three machines available as resources as given in the following LP problem
soldi70 [3635]
a) X1=5.64 X2=4.57 X3 = 8.59 Optimal solution = 104.77 b) An additional hour on machine 3 = 105.42 – 104.77 = 0.64 c) An extra 15 hours on machine 2 = 105.37 - 104.77 = 0.6 Please refer to the details given in the problem. Reach out to me if you have questions; all exercises have been resolved on a single sheet with the necessary formulas. SOLVED WITH EXCEL SOLVER.
4 0
1 month ago
Orlando Builders Inc. issued a bond with a par value of $1,000, a coupon rate of 9.00% (semiannual coupon), and a yield to matur
marusya05 [3725]

Answer:

The bond's price is $1,365.54

Explanation:

To determine the bond's value, we calculate the present value (PV) of the expected future cash flows. This total includes the present values of both interest payments and the repayment amount at maturity (RV).

Bond Value = PV of interest + PV of RV

Calculating the value for Orlando Builders Inc.:

Step 1

Calculate the PV of interest payments

Interest payment every six months

= 9% × 1000 × 1/2 = 45

Semi-annual yield = 5.80%/2 = 2.9% every six months

Total periods until maturity (in months)

= (2 × 19) = 38 periods

PV of interest =

45 × (1- (1+0.029)^(-21)/0.029)= 1028.087

Step 2

Calculate the PV of Redemption Value

= 1000 × (1.029)^(-19×2) =337.45

Total bond price

= 1028.08 + 337.45 =1365.54

Bond price = $1,365.54

7 0
2 months ago
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