Answer:
Estimated manufacturing overhead rate= $3 per machine hour
Explanation:
Giving the following information:
Machine Hours Per Unit:
Rings= 6 (1,000 units)
Dings= 11 (2,040 units)
All of the machine hours take place in the Fabrication Department, which has an estimated total factory overhead of $85,200.
To calculate the estimated manufacturing overhead rate we need to use the following formula:
Estimated manufacturing overhead rate= total estimated overhead costs for the period/ total amount of allocation base
Estimated manufacturing overhead rate= 85,200/(6,000 + 11*2,040)= $3 per machine hour
Answer:
Option d would be the correct approach.
Explanation:
- The organized database of the important tasks required in carrying out a task that has been extrapolated from such a job description and used in job classification and assessment and personnel policies as well as positioning.
- This usually includes tasks, intent, obligations, nature including employment conditions of a position including the description of the position, as well as the identity or description of the individual the input data to.
Many examples do not apply to the subject being discussed. So option d is indeed the right one.
Answer:
C) Part of the $1,500 fee will be disallowed due to the holding of the municipal bonds
Explanation:
the investment-related expenses are deductible as the miscellaneous itemized deductions. in the case the tax-exemp securities are help, the proportionate investment-related expenses are allocated to these securities and the are not allowed since the income is tax-exempt.
Answer:
DECIDE
Explanation:
D - define the problem
E - establish the criteria
C - consider all alternatives
I - identify the best alternative
D - develop and implement a plan of action
E - evaluate and monitor the solution and give feedback when necessary
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Answer:
1 . b
2. 84.03 euro
3. 135.28 euros
4. 177.22 dollars
5. 0.77
6. 0.154
Explanation:
1. Dollar depreciated
2. 1 Euro = 1.19 dollars
So therefore
1 dollar = 1 euro/1.19
So 100 dollars = 100 * (1/1.19) = 84.03 Euro.
3. A = p * (1 + (r/n))^(nt)
Where p = principal = 84.03
A = accrued amount after maturity
r = rate = 10%
n = number of compounding = yearly = 1
t = time of maturity = 5
So therefore:
A = 84.03 (1 +0.1)^5
A = 135.28 Euro
4. Convert 135.28 euros to dollars after 5 years
Since 1 Euro = 1.31 dollars
So therefore 135.28Euro will be 1358.28 * 1.31 = 177.22 dollars
5 - (final value/initial value) - 1 )
Where final value = 177.22
Initial value = 100
So therefore [ (177.22/100) - 1] = 0.77
6 - average annual return = sum of earning after maturity / time of maturity
So therefore : 0.77/ 5 = 0.154
