Answer:
Option (b) is correct.
Explanation:
Given that,
Sales = 145,000 units
Desired ending inventory = 28,500 units
Beginning inventory = 21,750
Budgeted production in units for November:
= Sales + desired ending inventory - Beginning inventory
= 145,000 units + (190,000 × 15%) - 21,750
= 145,000 units + 28,500 - 21,750
= 151,750 units
If we want to construct a 95% confidence level for the average battery life for smartphone c users that extends at most 2 hours on each of the means, we need to survey at most 706 users among 1000 total users.
Answer: Pulsing
Explanation:
Campbell's soup are making use of pulsing advertising strategy, where businesses which offer products affected by seasonal sales vary their advertising intensity: from low-level advertising at a low sale season to high level advertising at a season of expected higher sales.
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:
6,237
Explanation:
For computation of Abnormal spoilage totals first we need to find out the total spoiled units and normal spoiled units is shown below:-
Total spoiled units = Units in beginning Work in progress + Unit started - Units completed and transferred out - Units in ending Work in progress
= 23,000 + 76,500 - 72,100 - 19,000
= 99,500 - 72,100 - 19,000
= 8,400
and
Normal Spoiled units = Units completed and transferred out × Spoiled units percentage
= 72,100 × 3%
= 2,163
Abnormal Spoilage totals = Total spoiled units - Normal Spoiled units
= 8,400 - 2,163
= 6,237
Therefore for computing the abnormal spoilage totals we simply applied the above formula.