Answer:
$150,000
Explanation:
Calculation for the amount of Cash raised for the Levy Company
Using this formula
Cash raised for Levy Company = Number of Bonds * Face value of the Bond
Let plug in the formula
Cash raised for Levy Company = 100 * $1,500
Cash raised for Levy Company = $150,000
Therefore the amount of Cash raised for the Levy Company will be $150,000
Answer:
Sheridan Company journal entries:
June 10
- Dr Merchandise inventory 7,700
- Cr Accounts payable 7,700
June 11
- Dr Merchandise inventory 430
- Cr Cash 430
June 12
- Dr Accounts payable 800
- Cr Merchandise inventory 800
June 19
- Dr Accounts payable 6,900
- Cr Cash 6,693
- Cr Merchandise inventory 207
Answer: $460 billion, but the effect would be larger if there were an investment accelerator.
Explanation:
If the MPC = 0.75 and there is no investment accelerator or crowding out, then a $115 billion increase in the government expenditures would result in the shift in the aggregate demand curve right by:
= $115 billion ÷ (1 - 0.75)
= $115 billion ÷ 0.25
= $115 billion × 1/0.25
= $115 billion / 0.25
= $460 billion.
Therefore, there'll be a shift in the aggregate demand curve right by $460 billion, but the effect would be larger if there were an investment accelerator
Answer:
The answer is b) people who have a more inelastic demand for amusement parks.
Explanation:
For this price discrimination strategy, amusement parks are aiming at people who are more willing to come to the amusement park to spend more hours at the park and does not care about entry price as much as other people who are not normally willing to visit the park; instead, may be take a try for one or two hours at the end of the day at deep discounted price.
So, high price will be charged to people less care about entry price, in other works their demand for the amusement parks is relatively more inelastic to other people.
Thus, b is the right choice.
Answer:
$5.74
Explanation:
Q* = 2DS / H[1-(d/p)]
Q² = 2DS / H[1-(d/p)]
S = (Q²)(H)[1 - (d/p) / 2D
Setup cost S = (200^2)*(10)*(1 - (100/800)) / 2*30,500
Setup cost S = 40000*10*0.875 / 61000
Setup cost S = 350000 / 61000
Setup cost S = 5.737704918032787
Setup cost S = $5.74
