Answer:
c. GDP fails to account for the quality of the environment.
Explanation:
Gross domestic product is defined as the sum total of all goods and services produced in a country within a specific time.
It measures the level of wealth in the economy. However it is not a true reflection of personal well being of the citizens of a country because it does not consider the quality of the environment in which people live.
GDP only measures.activities in the market place but does not evaluate other factors like leisure, quality of the environment, health levels, and education.
Answer:
the net operating income is 4.560
Explanation:
Net operating income is a calculation of revenues less cost, minus all reasonably necessary operating expenses. Having said that we can determine that the fixed expenses are included in the necessary operanting expenses unless they include depreciations and amortization. Since the text doesn’t refer to the fixed expenses as depreciations or amortization the calculation is this:
Calculate the cost if the contribution margin is 12%
Cost is equal to = (Revenue*(1-contribution ratio))= (738.000*(1-0.12))= 649.440
Then calculate the net operating income
Net operating income = (Revenue – Cost-operating expenses) = (738.000-649.440-84.000) = 4.560
Answer:
EAR = 8.24%
Explanation:
EAR = (1+APR/n)^n-1
Where n is number of compounding per year = 4
EAR = (1+8%/4)^4 - 1
EAR = (1 + 0.02)^4
EAR = (1.02)^4
EAR = 1.08243216 - 1
EAR = 0.08243216
EAR = 8.24%
Answer:
option b is correct
Normal with a mean of $5.25 and a standard error of $0.28
Explanation:
Given data
mean = $5.25
standard deviation SD = $2.80
sample n = 100
to find out
sampling distribution
solution
we will find here first mean error that is
standard error = SD/ √n
put here value n and SD
standard error = 2.80 /√100
standard error = 0.28
and we know here that by central limit theorem that is state that sample distribution of sample mean is approximate normally distribute with Standard error and mean so
mean with normal is 5.25
Hence
option b is correct here
Normal with a mean of $5.25 and a standard error of $0.28
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