<span>
In this scenario, the mean as a measure of central tendency will be least
effective as an accurate representation of financial performance.
</span><span>The mean is a measure of central tendency that is the average for a sample.
</span><span>In this specific case the mean is not effective measure because there is a huge difference in the financial performance in the last month compared to the previous months.So the mean would not give the real picture.</span>
Answer:
The probability is 1.
Explanation:
Despite that the he distribution is positively skewed, the distribution of sample means of one-bedroom apartments will still be a a normal distribution based on Central Limit Theorem.
Since we have
μ = mean = 2200
SD = standard deviation = 250
n = sample size = 50
Therefore,
Standard error = SD ÷ √n
= 250 ÷ √50
= 250 ÷ 7.07106781186548
= 35.3553390593274 approximately 35.36
Standardize xbar to z = (xbar - μ) ÷ (SD ÷ √n)
Therefore, we have:
P(xbar > 1,950) = P(z > (1,950 - 2200) ÷ 35.36)
= P(z > - 250 ÷ 35.36)
= P(z > -7.07) = 1
Therefore, the probability of selecting a sample of 50 one bedroom apartments is 1 which can be said to be certain.
Im guessing a) availbility of substitutes the reason is because when i read this it makes me think the price went up because maybe cranberries are not in season but grapes are. Usually when something is not in season it cost more than when it was.
Answer:
The correct answer is D
Explanation:
Disparate treatment is the treatment which differing conduct or performed toward the individuals, where the differences are grounded on the individual age, colour, national origin, race, disability or religion status.
This treatment would be legal if the discrimination would be BFOQ (termed as bona fide occupational qualification), the courts must have held that in few situations that the factor like sex or religion might be BFOQ, which is important qualification for performing a job.
