Answer:
If the Japanese yen appreciates against the U.S. dollar,
a. Japanese businesses gain by a decrease in the dollar price of exports to the United States.
b. Japanese consumers gain by a decrease in the yen prices of U.S. exports to Japan.
c. Japanese consumers lose by an increase in the yen price of U.S. exports to Japan.
d. U.S. consumers gain by a decrease in the dollar price of Japanese exports to the United States.
ob topics typically relate to the individual, team and organizational levels of analysis.
Answer:
The correct option is c. $8.
Explanation:
Ken will maximize utility where the following equation holds:
MU of Sprite / Price of Sprite = MU of potato chips / Price of potato chips ................. (1)
Where;
MU of Sprite = Marginal utility of Sprite = 3
Price of Sprite = $1 per can
From the table in the question, equation (1) holds at the point where Marginal utility of potato chips is 6 since the Potato chips cost $2 per bag.
Substituting the values into equation (1), we have:
MU of Sprite / Price of Sprite = MU of potato chips / Price of potato chips => 3 / 1 = 6 / 2 = 3
Since when the marginal utility of potato chips that maximizes utility is 6, Ken consumes 4 Bags of Potato chips monthly and pays $2 per bag at this point, the amount he spends on potato chips each month can be calculated as follows:
Amount spent on potato monthly = Number of bags of Potato chips consumed monthly * Cost of potato chips per bag = 4 * $2 = $8
Therefore, the correct option is c. $8.
<span>The project manager's role in a nutshell, is the overall responsibility for the successful planning, execution, monitoring, control and closure of a project.</span>
Answer:
The indifference point is 22,381 hours a year.
Explanation:
Giving the following information:
SecureAll:
Fixed costs= $900,000
In house:
Fixed costs= (100,000*4) + 30,000= $430,000
Variable costs= $21 an hour
First, we need to structure the cost formula for each option:
SecureAll= 900,000
In-house= 430,000 + 21*x
X= number of hours
Now, to calculate the indifference point, we need to equal both formulas and isolate X:
900,000= 430,000 + 21x
470,000/21= x
22,381= x
The indifference point is 22,381 hours a year.
