The time required from simple interest on a principal of $4,500.00 at an interest rate of 22% per year is 4.55 years (about 4 years 7 months).
<h3>Simple Interest</h3>
Given Data
- Final Amount = $4,500*2 = $9,000
Equation:
t = (1/r)(A/P - 1)
Calculation:
First, converting R percent to r a decimal
r = R/100 = 22%/100 = 0.22 per year,
then, solving our equation
t = (1/0.22)((9000/4500) - 1) = 4.55
t = 4.55 years
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Answer:
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Explanation:
Answer:
There will be a difference in the income .
Absorption costing income will be lower as it transfers all the fixed costs to the ending inventory.
Variable costing income will be higher as it does not transfer the fixed costs to the ending inventory.
The difference will be of $ 104000
Explanation:
Increase in units 8000
Variable Fixed
Unit manufacturing costs of the period $24.00 $10.00
Unit operating expenses of the period 8.00 3.00
Total Unit Costs $ 32.00 $ 13.00
The net operating income under variable costing for the year will be $ 13* 8000= $ 104000 Lower than the net operating income under absorption costing. This is because the all fixed costs will be treated as period cost rather than product costs.
In variable costing the ending inventory will be $104000 lower than the ending inventory under absorption costing because the fixed costs will not be allocated to products.
Under variable costing, the units in the ending inventory will be costed at $32 each.Under absorption costing, the units in the ending inventory will be costed at $32+ $ 13= $ 45 each.
Answer:
Budgeted overhead= $283,400
Explanation:
Giving the following information:
Production:
October= 192,000
variable overhead is applied at a rate of $0.70 per unit of production.
Fixed overhead equals $149,000 per month.
To calculate the budgeted overhead, we need to determine the total variable overhead for the month:
Budgeted overhead= fixed overhead + total variable overhead
Budgeted overhead= 149,000 + 0.7*192,000
Budgeted overhead= $283,400