Let’s say that,
Manufacturing Overhead Cost = MOC
A= Division A
B = Division B
<span>Working Time = T (either
machine hours or labor hours)</span>
The given variables are:
MOC (A) = $160,000
MOC (B) = $360,000
T (A) = 30,000 machine hours
T (B) = 21,000 labor hours
We are asked to find for the predetermined Overhead Allocation
Rates. This is calculated using the formula:
Overhead Allocation Rates = MOC / T
Overhead Allocation Rate (A) = $160,000 / 30,000 machine
hours
Overhead
Allocation Rate (A) = $5.33 per machine hour
Overhead Allocation Rate (B) = $360,000 / 21,000 labor
hours
<span>Overhead
Allocation Rate (B) = $17.14 per labor hour</span>
money refunds
What is refunds?
Refunds are payments made back to the payer by the original payee. It may be brought on by returned merchandise, an excessive bill, or an excessive tax payment. These possibilities are listed below.
The most frequent way that refunds happen is when a buyer returns products to a vendor and gets a refund right away. Cash or a credit that may be used to buy other products from the seller may be given as a refund.
When the seller first overcharged the buyer, a refund might also be given. In this instance, the overage is reimbursed and the customer is still in possession of the original purchased goods.
Learn more about refunds with the help of given link:-
brainly.com/question/10831744
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Answer: Option (a) is correct.
Explanation:
Given that,
In 2010,
Bags of pretzels produced = 300,000
Employing = 12,000 hours of labor
Acme Foods productivity =
= 25 bags of pretzels produced per labor hour
In 2011,
Bags of pretzels produced = 322,000
Employing = 14,000 hours of labor
Acme Foods productivity =
= 23 bags of pretzels produced per labor hour
Therefore,
Acme Foods productivity decreased by =
=
= 8%
Answer:
$19,278
Explanation:
since the total costs were $19,183 and the cost per unit is $2.31, it means that last year 8,300 calendars were printed. The sales price was $5 per calendar. Last year there were 9,600 students and 7,200 calendars sold, which represents 75% (= 7,200 / 9,600) of total students.
If next year, the number of students is expected to rise to 10,080, so the number of calendars sold should be = 10,080 x 75% = 7,560 calendars.
If Max keeps the same selling price, then estimated profits should be:
(7,560 calendars x $5 per calendar) - (7,560 calendars x $2.45 per calendar) = $37,800 - $18,522 = $19,278