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Julli [10]
3 years ago
9

A 5-year corporate bond yields 9.70%. A 5-year municipal bond of equal risk yields 6.5%. Assume that the state tax rate is zero.

At what federal tax rate are you indifferent between the two bonds?a. 25.40%
b. 29.03%
c. 32.99%
d. 33.98%
e. 27.38%
Business
1 answer:
Roman55 [17]3 years ago
3 0

Answer:

c. 32.99%

Explanation:

Risk yield = bond yield*(1 - Federal tax rate)

    6.50% = 9.70%*(1 - Federal tax rate)

1 - Federal tax rate = 6.50%/9.70%

Federal tax rate = 1 - 6.50%/9.70%

                           = 32.99%

Therefore, The federal tax rate that you are indifferent between the two bonds is 32.99%

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Predetermined indirect cost allocation rate = = Total Estimated indirect cost / Total estimated direct labor cost  = 2,000,000 / 2,500,000  = 80% of Direct Cost

2.  Direct Labor            $25,000  (250 * 100)

Indirect Cost               <u>$20,000</u>  (25,000 * 80%)

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3. Predicted cost                   $45,000

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Preble Company manufactures one product. Its variable manufacturing overhead is applied to production based on direct labor-hour
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<u>Explanation:</u>

1. Calculation of labor spending variance for the month of march

Labor spending variance = (Actual rate x actual hours)- (Standard rate x Standard hours)

=(13 x 63000) - (12 x (26000 x 3))

=-1,38,600

Labor spending variance for the month of March is $138600

2.Calculation of variable manufacturing overhead planning cost

Variable manufacturing overhead planning cost= (Planning budget units x required hours x cost per hour)

=(21000 x 3 x7)

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Variable manufacturing overhead planning cost is $441,000

3. Calculation of Variable manufacturing overhead cost

Variable manufacturing overhead  cost= (Actual units x required hours x cost per hour)

=(26600 x 3 x7)

=$558,600

Variable manufacturing overhead  cost is $558,600

4. Calculation of Variable overhead rate variance

Variable overhead rate variance= Actual hours ( actual rate - standard rate)

=63000((510930/63000)-8)

=63000(8.11-8)

=63000(0.11)

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Variable overhead rate variance is =6930

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In this question, we apply the Capital Asset Pricing Model (CAPM) formula which is shown below

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So, the current stock price would be

= $9.7408

8 0
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