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ANEK
2 months ago
8

Suppose that Taggart Transcontinental currently has no debt and has an equity cost of capital of 10%. Taggart is considering bor

rowing funds at a cost of 6% and using these funds to repurchase existing shares of stock. Assume perfect capital markets. If Taggart borrows until they achieved a debt -to-value ratio of 20%, then Taggart's levered cost of equity would be closest to:A) 8.0%B) 9.2%C) 10.0%D) 11.0%
Business
1 answer:
arsen [3.4K]2 months ago
8 0

Answer:

Option (D) is the right choice.

Explanation:

According to the Modigliani-Miller proposition, the cost of equity will adjust in a way to accommodate its debt obligations.

Cost of equity:

= WACC for an all-equity firm + (WACC for an all-equity firm - Cost of debt ) × (Debt-to-equity ratio)

Initially, when no debt was present,[ [TAG_20]]

WACC = cost of equity = 10%

The levered cost of equity:

= 10% + ( 10% - 6%) × 0.2

= 10.8%

Thus, Taggart's levered cost of equity would be approximately 11%.

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There is a debate about whether sterile hypodermic needles should be passed out free of charge in cities with high drug use,. Pr
Scilla [3833]

Answer:

a) This policy would be advantageous if the demand for sterile needles has elastic characteristics and the cross-price elasticity of demand linking drugs and sterile needles is high and

positive.

b) This policy would be unfavorable if the demand for sterile needles is characterized as inelastic while the cross-price elasticity between drugs and needles is high and

negative.

Explanation:

a) Under what conditions is this policy viewed as beneficial?

This policy is advantageous when the demand for sterile needles is elastic and the corresponding cross-price elasticity with drugs shows a positive and high relationship.

The elastic demand for sterile needles indicates that the quantity demanded increases more significantly in response to price changes.

The positive cross-price elasticity suggests that as the price of needles decreases, the demand for drugs decreases, assuming they are substitutes. Therefore, as the price of sterile needles approaches zero, the

demand for drugs diminishes.

b) Under what conditions is this policy seen negatively?

This policy turns unfavorable when the demand for sterile needles is inelastic and the cross-price elasticity relating drugs to needles is high and

negative.

An inelastic demand for sterile needles suggests the quantity demanded does not increase much with price reductions.

A negative cross-price elasticity indicates that the two products, drugs and sterile needles, are complements. Thus, as the price of sterile needles drops to zero, the demand for drugs rises.
6 0
2 months ago
ABC issued callable bonds on January 1, 2018. ABC's accountant has projected the following amortization schedule from issuance u
arsen [3447]

The gain amounts to $370

Reasoning:

To determine the gain or loss for the date 12/31/2018, according to ABC's amortization schedule

On this date, the carrying value was $196,370 while ABC procured the bonds back for $196,000 on 12/31/2018

Now let’s compute the gain or loss using this formula

Gain/Loss = Carrying value - Bond stock

Substituting into the formula gives us Gain/Loss =$196,370-$196,000

Gain/Loss=$370

Therefore, on the date 12/31/2018, ABC will show a gain of $370

7 0
2 months ago
What approaches do supermarkets use to offset variations in customer traffic intensity?
soldi70 [3635]
Con base en estudios previos o en la historia del supermercado, podrían identificar los momentos del día con mayor afluencia, por lo tanto, tendrían que aumentar el número de entregas en esos momentos. Además, necesitarían distintos sistemas de servidores para calcular cuántas personas querrían trabajar y así limitar la cantidad de clientes en la fila y su tiempo de espera.
3 0
2 months ago
The tool crib at a large manufacturing company is responsible for providing tools to the factory workers on demand. The tool cri
Nady [3600]

Answer:

6.4 minutes

Explanation:

Daily average for small tools = 445

Working hours = 8, which translates to 8*60 = (480 minutes)

Waiting time =

\frac{[445*(\sqrt{1} )]}{[2*[480-(445*1)]]} (image of the operation in the attached file)

= [445]/[(2*35)]

= 445/70

= 6.357 minutes

3 0
2 months ago
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