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.
Answer:
True
Explanation:
The purpose of any business is to make profit, which is from the difference between revenues (price of product multiplied number of product sold) with the cost of goods sold (average total cost multiplied number of product sold).
In short, the profit = (price - average total cost) x number of product sold.
Normally the price must be above/ higher than cost, so that the firm can have profit. Sometime the price in the market go down, so the firm have have to adjust down its price also to maintain customer's purchases.
Once its price is down, but the firm's average total cost is still same as previous, the firm can not have profit as previously. The firm may bear this situation as long as its capital capacity allowed, but will not be too long.
Answer:
The card will be declined
Explanation:
If you don't hace enough to cover the full purchase, you will be told that your card is declined. However, you can pay $30 from said debit card and cover the rest of cost through another payment method
General social survey is the answer (gss)
Answer:
II only. A high utilization factor will result in a system that performs poorly is TRUE for a single-server queueing system. As it states that when designing a single-server queueing system, beware that giving a relatively high utilization factor (workload) to the server provides surprisingly poor measures of performance for the system.
True that queueing models enable finding an appropriate balance between the cost of service and the amount of waiting.
Explanation: RATE BRAINLIEST PLEASE