Answer:
The projected Net Income is $70,784
Explanation:
The Pro- forma income Statement
Working Note:
Variable cost = Sales × 44%
= $585,000 × 44%
= $257,400
EBT (Earnings before Tax) = Sales - Variable cost - fixed cost - depreciation
= $585,000 - $257,400 - $187,000 - $51,000
= $89,600
Net Income = EBT × Tax rate
= $89,600 × 21%
= $70,784
Answer:
The following scenarios are either not accounted for or measured inaccurately by either the income or the expenditure methods of calculating GDP for the United States
B) The costs of overfishing and other overly intensive uses of resources.
C) The value of baby-sitting services, when the babysitter is paid in cash and the transaction isn't reported to the government.
D) The leisure time enjoyed by Americans
Explanation:
GDP is a tool that is used to measure a nation's economic performance, However, it has limitations due to its exclusion of non-market transactions.
- The limitations identified can be summarized as:
- GDP does not incorporate any measures of welfare.
- GDP only includes market transactions.
- GDP does not describe income distribution.
- GDP does not describe what is being produced.
- GDP ignores externalities.
Answer:
The correct answer to the given above question is Zone of tolerance.
Explanation:
Zone of tolerance in simpler terms can be defined as the difference between a consumers desired level of service and the level of service a consumer considers adequate. This zone consists a range of various service performance that a consumer considers to be satisfactory. We can see this zone of tolerance when a consumer will stand in a line at a retail store , a consumer would be willing wait longer in the line if he or she thinks that product or service is valuable or a necessity to him and the waiting time would also depend on the type of store it is.
That is called withdrawal, glad to help!
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Answer:
The average defective rate of the samples is:
6.3 samples per day
Explanation:
To calculate the average or mean defective rate, we will compute the total number of defective samples, and divide the result by the total number of days. It is important to note that day 7 is ignored during this calculation because there was no defective DNA sample on that day, hence it does not contribute to the average defective samples.
Total Defective DNA sample = 7 + 6 + 6 + 9 + 5 + 6 + 8 + 9 + 1 = 57
Total number of days = 9 ( Days 1 to 6, and 8 to 10).
Therefore, average defective rate = Total Defective DNA sample ÷ Total number of days
= 57 ÷ 9 = 6.3 DNA samples