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Igoryamba
3 years ago
11

A corporate bond currently yields 8.5%. Municipal bonds with the same risk, maturity, and liquidity currently yield 5.5%. At wha

t tax rate would investors be indifferent between the two bonds?
Business
1 answer:
max2010maxim [7]3 years ago
6 0

Answer: 35.29%

Explanation:

Municipal Bonds are attractive in that they give the tax benefit of being tax exempt whereas a corporate bond is liable for taxation. The tax rate that will therefore make an investor indifferent between the two bonds is the one that will equate the Corporate bond's yield net of tax to the yield on the Municipal bond.

5.5% = 8.5% * ( 1 - x)

5.5% = 8.5% - 0.085x

0.085x = 8.5% - 5.5%

0.085x = 3%

x = 35.29%

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Answer:

B. overstate the predetermined overhead rate.

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In the given question, the direct labor cost is used for computing the predetermined overhead rate which is already wrong.

To find out the predetermined overhead rate, we always use the indirect cost instead of direct cost

This error could overstate the predetermined overhead rate as it would increase the indirect labor due to which overhead is also increased. So, automatically the rate would also be increased.

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4 years ago
27. Average cost curves (except for average fixed cost) tend to be U-shaped, decreasing and then increasing. Marginal cost curve
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6 0
4 years ago
Read 2 more answers
You want to accumulate $1 million by your retirement date, which is 25 years from now. You will make 25 deposits in your bank, w
Rom4ik [11]

Answer:

First deposit will be $11,213.87

Explanation:

To derive how much the first deposit must be, the deposit can be derived by using payment formula for growing annuity

P = FV x (r - g) / [(1 + r)^n - (1 + g)^n]

When FV = $1,000,000

r = 7%

g = 3%

n = 25

Hence, First payment will be:

P = 1,000,000 * (7% - 3%) / (1.07^25 - 1.03^25)

P = 1,000,000 * 4% / 5.427433 - 2.093778

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However, this formula is applicable when the payments are made at the end of the year. In this case the payments are upfront, occurring today. We need to adjust this first payment to reflect the early payment.

Hence, first payment = $11,998.84  / (1 + 7%)

First payment =  $11,998.84  / (1 + 0.07)

First payment = $11,998.84  / 1.07

First payment = 11213.8691588785

First payment = $11,213.87

7 0
3 years ago
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