Answer:
a) Taylor Industries can successfully cut back its labor cost in inventory stockrooms by counting only high-value items. These items are determined by reference to their Annual Usage values. The items' annual usage values should be used as the activity cost pool for accumulating and allocating labor cost in inventory stockrooms. Taylor Industries can establish a benchmark or cutoff point so that only the items meeting this benchmark are counted. For example, the items with annual usage value above $5,000 should be included in the items to be counted. This strategy will reduce the number of items to be counted and therefore the labor cost.
b) Since item 15 is critical to Taylor Industries' continued operations, it should be classified as a direct materials cost and not an overhead cost.
Explanation:
a) Data and Calculations:
a random sample of 20 of Taylor's items:
ITEM NUMBER ANNUAL USAGE ITEM NUMBER ANNUAL USAGE
1 $ 1,500 11 $ 13,000
2 12,000 12 600
3 2,200 13 42,000
4 50,000 14 9,900
5 9,600 15 1,200
6 750 16 10,200
7 2,000 17 4,000
8 11,000 18 61,000
9 800 19 3,500
10 15,000 20 2,900
Average annual usage value = $12,657.50
Answer:
Benefits that are of most prominent incentive to the employees and to the organization are as per the following:
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The employees are obligated to get benefits that are variable and are a piece of salary bundle. These can incorporate house lease remittance, travel recompense, training stipend and advancement of the worker youngster and so forth.
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Health, life and handicap benefits likewise to be incorporated into the salary. Phone recompense if the activity requires making a great deal of calls to different clients.
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The firm ought to likewise give paid leaves and occasions to the employees to reproduce and revive their psychological capacity.
Answer:
The entire demand curve will shift upwards
Explanation:
SEE IMAGE ATTACHED
The price P of a product is determined by a balance between production at each price (supply S) and the desires of those with purchasing power at each price (demand D). The diagram shows a positive shift in demand from D1 to D2, resulting in an increase in price (P) and quantity sold (Q) of the product.
The answer is C. You withdraw money from a bank account while using them.
Answer:
0.2840 or 28.40%
Explanation:
The formula for EAR= (1 + i/n)^n - 1
Where i= stated interest rate
n= number of compounding periods
In this case since the interest he paid is 1 cent, to convert it into percentage, we divide it by the dollar and multiply by 100
Note: 100 cent = 1 dollar
Therefore 4 dollars= 400 cents
To get the Interest rates= 1/400 x 100
= 0.25
n= 365 since we are computing daily
(1 + 0.25/365)^365 - 1
(1 + 0.000685)^365 - 1
(1.000685)^365 - 1
1.2840 - 1
0.2840 or 28.40%.