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Since this pertains to ethnicities, race and lifestyles, these companies must have targeted the diversity in the U.S population. The diversity is a result of modern technology and modern views of the social norms. Because of this, lifestyles and personalities vary from one person to each other. To a businessman, he must cater to everyone's taste if he wants more profit.
Answer:
Your answer is that she needs to earn $148 on Friday
Explanation:
Calculate Average:
(67 + 82 + 78) / 4 = 56.75 (Remember 67 is worth Monday and Tuesday)
We know that the number that the 4 numbers add up to has to be divisible by 5 because our we need to average 75 and we have 5 days to average on.
5 x 75 = 375
67 + 82 + 78 = 227
375 - 227 = 148
(67+82+78+148) / 5 = 75
Your answer is that she needs to earn $148 on Friday
It can be said that kent and julie have Low Inter-rater Reliability.
<h3>
What is Inter-rater Reliability?</h3>
- Inter-rater reliability is a statistical metric used to assess the degree of consensus among various judges or raters.
- It is employed as a method of evaluating the accuracy of the responses generated by various test items.
- A test's lower inter-rater reliability may be a sign that its questions are obscure, difficult to understand, or even superfluous.
- The percentage of items that the judges agree on can be calculated as a straightforward technique to assess inter-rater reliability.
- This is referred to as percent agreement, and it always falls between 0 and 1, with 0 denoting complete disagreement among raters and 1 denoting perfect agreement.
To know more about Inter-rater Reliability with the given link
brainly.com/question/14316125
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Answer:
I would say that the answer is D. If he knows that people don't buy encyclopedia's, yet he stocks them, the store could lose money because no one would buy it.
Explanation:
Hope this helps. :D
Answer: $952500
Explanation: targeted equity ratio is 65% = 0.65
Capital budget = $850000
Dividend = net income - (target equity ratio × total budget)
400000 = N - (0.65 × 850000)
Make N the subject of formula
Net income N = $952,500
