This graph is indicating a fixed exchange rate that prevents the foreign exchange rate from moving outside of the upper and lower limits.
Answer: Option D.
<u>Explanation:</u>
A fixed exchange rate, now and again called a pegged exchange rate, is a kind of swapping scale system in which a cash's worth is fixed or pegged by a money related authority against the estimation of another money, a container of different monetary forms, or another proportion of significant worth, for example, gold.
In this case, the exchange rate is fixed because the limits are fixed in this case.
Answer:
The answer is "$4.311".
Explanation:
Calculating the EPS after the merger:




<span>This is an example of reverse logistics. This takes in the entire shipping chain from the recipient of the parcel back to the original sender, and is just as important to customer relations as the original chain from the retailer through the customer. Having an easy reversal chain can make it much simpler to process customer requests for returns and exchanges with a minimum of downtime and resources expended.</span>
Answer:
The minimum would be the present value of the bonus, which is 5,075.72 dollars
Explanation:
we have to discount the 7,200 dollar bonus at 6% discount rate for 6 years to get the present value of the bonus:
Maturity 7,200
time 6 years
rate 6% = 6/100 = 0.06
PV $ 5,075.7159
Answer:
D. Interpretation: The zeros are where the daily profit is $0.00
zeros: x = 3.586 and x = 6.414
Explanation:
We have been given the following daily profit function;

where y is the profit (in hundreds of dollars) of a taco food truck
and x the price of a taco (in dollars)
The zeros of this profit function can be obtained by solving for x in the following equation;

These will simply be the x-intercepts of the profit function. That is the points where the profit function crosses or intersects the x-axis.
Therefore, an interpretation of the zeros of this function would be;
The zeros are where the daily profit is $0.00
These zeros can be evaluated graphically. We first obtain the graph of the profit function as shown in the attachment below;
We then determine the x values where the graph crosses the x-axis. These values will represent the zeros of our profit function. From the graph, these points are;
x = 3.586 and x = 6.414