Answer: b. $30; $20; $0
Explanation:
<em>Admission prices to Dollywood are $50 for a one-day ticket, $80 for a two-day ticket, and $100 for an annual pass. Based on these prices, the marginal cost of visiting Dollywood the second day is </em><em><u>$30</u></em><em>, the third day is </em><em><u>$20</u></em><em>, and the fourth day is </em><em><u>$0.</u></em>
The marginal cost is the extra cost per day of going to Dollywood.
Second day
Marginal cost = Second day price - First day
= 80 - 50
= $30
Third day
Marginal cost = Third day price - Second day
= 100 - 80
= $20
Fourth Day
Marginal cost = Fourth day price - third day
= 100 - 100
= $0
Answer:i don’t know why this is right, but i’m here to help and have to have a 20 word count minimum to submit
Explanation:
Answer: where management expects the firm to operate.
Explanation:
Company planning is the duty of management and and they plan, they try to use a certain range of activity so that they can better predict how the company will go. That range is therefore the range that the management of the company expects the firm to operate.
When production actually starts, management will try to either keep to that range or exceed it so as to meet or exceed expectations. And even if they don't meet this expectation, they use this relevant range to compare to the actual range for performance evaluation.
This problem is actually under the subject of Mathematics, particularly, Algebra. For work problems, you can use a convenient technique of dimensional analysis. This is done by multiplying units of measurement, then cancelling out like terms in order to come up with the units of the final answer. For this problem, the total amount of liters is 2,100. So, the equation would be
Volume of Kelly's family + Volume of Stewart's family = 2,100
However, we are only given the rates for each family in liters per hour. To come up with the final answer with a unit of measurement in Liters, we must multiple the rate of L/hour with the individual time. Let x be the time Kelly's sprinkler was used, and y for Stewart's family.
(20 L/h)(x hours) + (40 L/h)(y hours) = 2,100
This is the first equation. The second equation is the total time.
x + y = 65 hours
Rearranging the equation, y = 65 - x. Let's substitute this to the first equation.
20x + 40(65-x) = 2,100
Solving for x, then substituting it to the second equation to obtain y,
x = 25 hours
25 + y = 65
y = 40 hours.
Thus, Kelly's sprinkler was used for 25 hours, while Stewart's sprinkler was used for 40 hours.
