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sveta [45]
3 years ago
8

Bob Knox is paid on a piece-rate basis. He is paid 30 cents for each unit he produces. For overtime work, he receives in additio

n to his piece-rate eamings a sum equal to one-half the regular hourly pay multiplied by the hours worked in excess of 40 in a week. During a particular week, Knox worked 45 hours and produced 1,890 units. His total earnings for the week are Carson Morris worked two separate jobs for Horwath Company during the week. Job A consisted of 36 hours at $16.00 per hour, Job B entailed 14 hours at $17.50 per hour Determine his gross pay for that week if the employer uses the average rate basis for the overtime pay____________.
Business
1 answer:
Tresset [83]3 years ago
3 0

Answer:

Bob Knox will be paid $598.5 for 45 hours worked.

Carson Morris will be paid gross pay $903.1 for 50 hours worked.

Explanation:

Bob Knox is paid on piece-rate basis, which means he will be paid based on the units he produced. To calculate his pay

1,890 units × $0.3 = $567

$567 ÷ 45 hours worked = $12.6 per hour

To calculate his overtime pay we multiply by 0.5 because he is paid one half of regular pay as overtime.

$12.6 per hour × 0.5 = $6.3 per hour

$6.3 per hour × 5 hours overtime = $31.5

$31.5 + $567 = $598.5.

Carson Morris is paid average rate basis for overtime. His pay will be calculated as follows,

( 36 hours × $16.00 per hour) + (14 hours × $17.50 per hour ) = $821 for (36 + 14) 50 hours.

$821 ÷ 50 hours = $16.42 per hour

$16.42 × 0.5 = $8.21 per hour

$8.21 per hour × 10 hours overtime = $82.10

=$82.1 + $821 = $903.1

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Answer and Explanation:

Given:

Weighted average β = 1.15

Average return (r) = 12.4%

Risk free return (Rf) = 1.2%

Market return (Rm) = 10.2%

Standard deviation (SD) = 16.2%

Computation of Jensen's α :

Jensen's α = r - [Rf + β(Rm - Rf)]

Jensen's α = 12.4% - [1.2% + 1.15(10.2% - 1.2%)]

Jensen's α = 12.4% - [1.2% + 10.35%]

Jensen's α = 12.4% - 11.55%

Jensen's α = 0.85%

Computation of Treynor's index :

Treynor's index (Ratio) = (r - Rf) / β

Treynor's index (Ratio) = (12.4% - 1.2%) / 1.15

Treynor's index (Ratio) = 11.2% / 1.15

Treynor's index (Ratio) = 9.73913043%

Treynor's index (Ratio) = 9.74% (Approx)

Computation of Sharpe's index :

Sharpe's index (Ratio) = (r - Rf) / SD

Sharpe's index (Ratio) = (12.4% - 1.2%) / 16.2%

Sharpe's index (Ratio) = 11.2% / 16.2%

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3 years ago
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3 years ago
Bonita industries sells two types of computer hard drives. the sales mix is 30% (q-drive) and 70% (q-drive plus). q-drive has va
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To get the break even units of  q drive you need to get the weighted average contribution margin of the two products

To get it, simply multiply the sales mix ratio to its contribution margin per product and add the two to get the wacm.

Q-drive cm=$120-60=60*30%
Q-drive plus cm= $165-75*70%

the wacm=$81
then divide the fixed cost by the wacm

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3 years ago
MC Qu. 169 A manufacturer reports the following costs to produce... A manufacturer reports the following costs to produce 23,000
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Answer:

Unitary product cost= $54

Explanation:

Giving the following information:

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Unitary overhead= 276,000/23,000= $12 per unit

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