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eduard
3 years ago
11

Stocks have a 12% expected return and 22% risk. Bonds have a 7% expected return and 10% risk. The expected return of a portfolio

comprised of 70% stocks and 30% bonds is: Group of answer choices
Business
1 answer:
inessss [21]3 years ago
7 0

Answer:

10.5%

Explanation:

Calculation to determine Expected return of portfolio

Using this formula

Expected return of portfolio = Ws*E(rs) + Wb*E(rb)

Where,

Expected return stock E(rs) = 12%

Expected return bond E(rb) = 7%

Weight of stock Ws = 0.70

Weight of bond Wb = 0.30

Let plug in the formula

Expected return of portfolio= 0.7*12 + 0.3*7

Expected return of portfolio = 10.5%

Therefore Expected return of portfolio is 10.5%

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Cooley Landscaping Company needs to borrow ​$21 comma 000for a new​ front-end dirt loader. The bank is willing to loan the funds
kaheart [24]

Answer:

$ 4242.76

Explanation:

Annual payment = rP / (1 - ( 1 + r)^-n)

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3 years ago
If a firm issues debt with no protective covenants in the indenture then the firm's debt will probably be issued at _____ simila
Vinvika [58]

Answer: b. a lower interest rate than

Explanation:

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In this case, when a firm issues debt with no protective covenants in the indenture then the firm's debt will probably be issued at lower interest than similar debt with protective covenants. The reason for this is that the lender is protected when there is a convenant which ultimately lower the cost of debt.

8 0
3 years ago
Problem 13-22 The injection molding department of a company uses an average of 30 gallons of special lubricant a day. The supply
Alex Ar [27]

Answer:

The answer is 150 gallons

Explanation:

First we will write out the relevant information in the question that will help us with our calculation:

Safety stock = 50 gallons

50 gallons = 9% stockout risk

??? gallons = 3% stockout risk

Next, you have to understand that the relationship between the safety stock and stockout risk is an inverse proportion. This means that the bigger the safetystock amount, the smaller the stockout risk, and vice versa. Therefore, there will be a lesser risk of running out of stock, as the safety stock amount increases.

Let g be the safety stock

Let r be the stockout risk

This relationship is represented as:

g = \frac{k}{r}

where k = a constant relating the safety stock and stockout risk.

Therefore :

g*r=k

g_1r_1=g_2r_2

where:

g₁ = 50 gallons

r₁ = 9%

r₂ = 3%

g₂ = ????

Therefore, making g₂ the subject of the formula:

g_2=\frac{g_1*r_1}{r_2}

g_2 = \frac{50*9}{3} = \frac{450}{3} = 150

Therefore, the saftey stock that would provide a stockout risk of 3% = 150 gallons.

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