Answer:
Timidity and lack of self initiative drive
Answer: Price of bricks will increase and quantity will increase.
Explanation: Since Stone and bricks are substitutes to each other, a rise in the price of stone due to the new regulation will lead to a rise in the demand for bricks. Since bricks are now relatively cheaper as compared to stones after the price rise, people will use more bricks than stones. This will shift the demand for bricks to the right driving upwards the price for bricks and also increase the quantity of bricks being sold in the market.
Answer:
0.368
Explanation:
Price of B(0,13) = 1 / (1 + interest rate)^years
Price of B(0,13) = 1 / (1 + 8%)^13
Price of B(0,13) = 1 / (1+0.08)^13
Price of B(0,13) = 1 / (1.08)^13
Price of B(0,13) = 1 / 2.7196237
Price of B(0,13) = 0.3676979247
Price of B(0,13) = 0.368
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
