The answer is<u> "longitudinal design".</u>
A longitudinal study is a research design that includes rehashed perceptions of similar factors (e.g., individuals) over short or significant lots of time (i.e., utilizes longitudinal information). Usually a kind of observational examination, despite the fact that they can likewise be organized as longitudinal randomized experiments. Longitudinal studies about in this manner roll out watching improvements more precise and are connected in different fields.
The answer to your question is C. The APR includes interest and fees
Answer: 0.27 loaves per dollar
Explanation:
Given that,
Bakery currently makes(Output) = 1,800 loaves per month
Paid Employees = $8.00 per hour
Constant utility cost = $800 per month
Ingredient cost = $0.40 × 1,800
= $720
Wages = 640 work hours × $8.00 per hour
= $5,120 per month
Total cost (Input) = Ingredient cost + Wages + Constant utility cost
= $720 + $5,120 + $800
= $6,640
Where,
O/P - Output
I/P - Input cost
current multi factor productivity = 
= 
= 0.27 loaves per dollar
Answer:
The marginal utility of chili must be 28.57 for the consumer to maximize total utility.
Explanation:
The marginal utility of chili at which the consumer maximizes total utility can be calculated as follows:
Let:
CCHIP = Cost of a bag of chips = $1.75
MUCHIP = Marginal utility of a bag of chips = 20
CCHILI = Cost of a cup of chili = $2.50
MUCHILI = Marginal utility of a cup of Chili = ?
The condition for the utility maximization of the consumer is as follows:
MUCHIP / CCHIP = MUCHILI / CCHILI ……………………………. (1)
Substituting all the relevant values into equation (1) and solve for MUCHILI, we have:
20 / 1.75 = MUCHILI / 2.50
(20 / 1.75) * 2.50 = MUCHILI
MUCHILI = 28.57
Therefore, the marginal utility of chili must be 28.57 for the consumer to maximize total utility.
<span>Answer:
Profit margin is calculated as-
Profit margin = Net profit / Revenue
Net profit= Revenue- Cost
Revenue = $16.25 million
Cost = $13.5 million + $2.7 million
Net profit = 16.25 million - (13.5 million + 2.7 million)
Net profit = $0.05 million
Profit margin = 0.05 / 16.25
Profit margin = 0.003077 or 0.3077%</span>
