Answer:
<u><em>Part 1. </em></u>
- <em>Average cost per day of a three-day pass</em> = $53.33/day per person
- <em>Marginal cost of adding the third day </em>= $190 - $160 = $30 per person
<em />
<em><u>Part 2.</u></em>
- <em>Group's marginal cost of switching from the two-day pass to the three-day pass</em> = $180
Explanation:
The total <em>cost</em> is the <em>admission charge</em> ($60) plust the cost of the pass ($100 or $130).
For a <em>two-day pass</em> that is: $60 + $100 = $160, per person
For a <em>three-day pass</em> that is: $60 + $130 = $190, per person
<u><em>Part 1. The average cost per day of a three-day pass per person. </em></u>
The <em>average cost</em> is the total cost divided by the number of days.
- <em>Average cost</em> = $160/3days = $53.33/day per person
The <em>marginal cost of adding the third day</em> per person is found by subtracting the total cost for two days from the total cost for three days:
- <em>Marginal cost of adding the third day</em> = $190 - $160 = $30 per person
This says that althoud the average cost for the three days is $53.33 the cost of adding the third day is $30, which is much lower; thus, it is a good deal to buy a three-days pass, as they are interested in spending a lot of time there.
<u><em>Part 2. The group's marginal cost of switching from the two-day pass to the three-day pass</em></u>
<em></em>
Since the <em>marginal cost of switching from the two-day pass to the three-day pass</em> is $30 per person, the marginal cost for the 6-person group is 6 times $30:
- 6 persons × $30/person = $180.
Answer:
At 6% $3,529.412 will be invested
At 11% $6,470.588 will be invested
Explanation:
Let x be the investment for 6% stock
And (10,000-x) is the investment it 11% stock
Let I be interest earned on both investments.
Using the formula
Principal(p)= Interest(I)*Rate(r)*Time(t)
p/RT= I
So considering both investments
x/(6%*1)= (10,000-x)/(11%*1)
x/0.06= (10,000-x)/0.11
Cross-multiply
0.11x= 0.06(10,000-x)
0.11x= 600- 0.06x
Rearranging
0.11x+ 0.06x= 600
0.17x= 600
x= 600/0.17= 3,529.412 amount invested at 6%
Amount invested at 11%= 10,000-3,529.412
= 6,470.588
Answer:
<em>For better inventory and distribution, employees should be educated on all of the procedures involved and should be given as much time as needed to ensure they are fully informed. </em><em><u>True</u></em><em> </em>
Answer:
b. Increase in communication and coordination costs
Explanation:
Based on the information provided within the question it can be said that she will likely experience a disadvantage with an Increase in communication and coordination costs. This is mainly due to the fact that those individuals are already used to communicating and coordinating with their teams in a very specific way that they have developed through months of working together. By putting members from different divisions together they have to learn how to coordinate with one another which will take time and money.
