Answer:
The amount of overhead debited to Work in Process Inventory should be: a. $182,00
Explanation:
The Overheads are Applied in the Manufacturing Costs as:
Budgeted Rate × Actual Activity for the Month
At the End of the Period we would need to determined whether this amount of overhead is Over or Under Applied by comparing it to the actual overheads incurred of $180,000 (given)
In our Case, the predetermined overhead rate is 70% of direct labor cost
<em>Thus we need to find the Direct Labor Cost first</em>:
Total Labor Costs $360,000
<em>Less </em>Indirect Labor Costs<em> </em>$100,000
Direct Labor Cost $260,000
<em>Therefore Overheads applied would be determined as:</em>
= $260,000 × 70%
= $182,000
Answer:
B) = $38.44
Explanation:
<em>Activity-based costing is a form of absorption costing where overheads are charged to product using cost drivers. Under this method, overheads are first analyzed and categorized by the activities responsible for them and then charged to product based on the amount of benefits enjoyed using cost drivers.</em>
Activity rate is calculated as:
<em>Activity cost for the period / Total cost drivers for the period</em>
<u><em>Activity rate for supporting customers:</em></u>
<em>The appropriate cost driver to allocate supporting customer activity is the number of customers as given. This is so because it is most likely that the number of customers served will be a major factor that influences the supporting customers activity costs. </em>
<u><em>Activity rate for supporting customers </em></u>
= Supporting customers overhead/total number of customers
= $34,600/(600+300)
= $38.44
Answer:
<em>a. 22.64%</em>
Explanation:
At first we are going to need to compute the Internal rate of return(IRR) (in which the current value of inflows = the current value of outflows)
Let's let the IRR be <em>x percent</em>
Therefore $4,500 = $750 / (1.0x)
+ $1,000 / (1.0x) <em>power 2</em> + $850 / (1.0x) <em>power 3 </em>
+ $6,250 / (1.0x) <em>power 4</em>
Thus, x = approximate return rate = <em>22.64 percent</em>
I think it is D ...... sorry if it is wrong .-.