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cestrela7 [59]
3 years ago
5

A municipal bondholder buys a 5 percent coupon annual payment muni bond at a price of $4,900. The bond has a $5,000 face value.

In one year she sells the bond for $4,975. The appropriate capital gains tax rate is 15 percent and her ordinary income tax rate is 28 percent.
A. What is her after-tax rate of return?
Business
1 answer:
Levart [38]3 years ago
3 0

Answer:

the after tax return on the investment is 6.40%

Explanation:

5% interest on the face value: 5,000 x 5% = 250 this interest are tax exempt.

capital gain:

4,975 - 4,900 = 75

75 x 15% = 11.25

net return: 75 - 11.25 = 63.75

total return: 250 + 63.75 = 313.75

investment 4,900

313.75 / 4900 = 0,064030 = 6.40%

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igomit [66]
Wildcat strike is where workers just strike without telling the union or getting approval
6 0
3 years ago
Delta Insurers typically affirms or denies claims within 120 days after it receives proof of loss statements. Which statement is
laiz [17]

Answer:

Statement A

Explanation:

The 2 statements are:

A: The firm Delta Insurers typically affirms claims within 120 days after it receives proof of loss statements

B: The firm Delta Insurers typically denies claims within 120 days after it receives proof of loss statements

The explanation for this is:

- The company is an insurance company

- An insurance company holds funds for their customers; to be released when the customer is less privileged or in a bad situation, depending on the type of insurance made

- There is car insurance, house insurance, life assurance, etcetera.

- So if the insurance company receives proof of loss statements from the customer, it will release funds to solve the customer's dire need

- In this case, it takes 120 days to verify, process and then agree (affirm) to release funds (claims) to the affected customer.

So the answer is Statement A.

8 0
3 years ago
In the financial planning model external funds needed (efn) is equal to changes in
shtirl [24]

Assets - (liabilities + equity)

<em>Hope this helps!</em>

3 0
3 years ago
Read 2 more answers
The volatility of the market portfolio is 10% and it has an expected return of 8%. The risk-free rate is 3%. calculate the beta
Maurinko [17]

Answer: 0.82466

Explanation:

You did not give the other information required to solve the question but here are some information that was gottten.

Portfolio Weight

HCE Corp = 0.25

Green Miget = 0.31

Alive and Well = 0.44

Volatility

HCE Corp = 10%

Green Miget = 27%

Alive and Well = 14%

Correlation with the Market Portfolio

HCE Corp = 0.43

Green Miget = 0.54

Alive and Well = 0.43

Beta of HCE Corp = (0.43 × 0.10)/0.10

= 0.43

Beta of Green Miget = (0.54 × 0.27)/0.10

= 1.458

Beta of Alive and Well

= (0.43 × 0.14 ) /0.10

= 0.602

The beta of the portfolio will then be calculated as the portfolio Weight multiplied by the beta of very stick and this will be

= (0.25 × 0.43) + (0.31 × 1.458) + (0.44 × 0.602)

= 0.1075 + 0.45198 + 0.26488

= 0.82436

3 0
3 years ago
Hudson Co. reports the contribution margin income statement for 2015. HUDSON CO.Contribution Margin Income StatementFor Year End
dsp73

Answer:

1) $60 2) 25% 3) 5,400 units 4) $1,296,000

Explanation:

Part 1: Compute the Contribution Margin Per Unit based on the new selling price of $240

= New Selling Price - Variable Cost per unit = $240- $180 = $60 per unit

Part 2) Compute Hudson Co's contribution Margin Ration

= The Contribution per unit (determined in step 1 )/ Selling Price x 100

= 60/240 x 100= 25%

part 3)   Compute Hudson Co.'s break-even point in units.

the formula = Fixed cost/ contribution margin per unit pre-determined

= $324,000/ $60 = 5,400 units

Part 4) Compute Hudson Co.'s break-even point in sales dollars.

The formula = Fixed cost/ the predetermined Contribution margin

= $324,000/25%= $324,000/0.25 = $1,296,000

7 0
3 years ago
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