Answer:
2865.09
Explanation:
V0 = #Shares * Price per Share
V0 = 100 * 25.8 = 2580
V1 = Today´s Value
V1 = 2865
Return Year 1 = (V1 - V0) / V0
Return Year 1 = (2865 - 2580)/2580
Return Year 1 = 11.05%
New Investment
Abby's desire is to get the same return of 11.05%. So for the next year her investment should be 2580 * (1 + return) --> 2580 * (1 + 0.1105) = 2865.09.
Remember that we are assuming that the 50 are part of the purchase price and we are assuming that she did not add any money.
Answer:
d. the estimated slope coefficient is more likely to equal the population slope coefficient.
Explanation:
R squared is a statistical measure that measures the closliness of data from regression line. in general a large r squared tends to suggest that the estimated slope coefficient is more likely to equal the population slope coefficient.
A new product could be something like a track on a table for special occations where you have a really long table and things need to be passed back and forth. you put the plate or dish on the track and press the button for it to be slowly moved down the table and stop it whenever it gets to the next person who whats it. This prevents hot and heavy plates having to be passed infront of people of over people etc.
Answer:
$23,000
Explanation:
current annual sales = 49,000 packs
Selling price of course packs = $14 each
variable cost per pack = $12
Earnings = $75,000
Contribution:
= current annual sales × (Selling price of course packs - variable cost per pack)
= 49,000 packs × ($14 - $12)
= 49,000 packs × $2
= $98,000
Fixed costs of producing the course packs:
= Contribution - Earnings
= $98,000 - $75,000
= $23,000
Answer:
A
The Production possibilities frontiers is a curve that shows the various combination of two goods a company can produce when all its resources are fully utilised. The PPF is bowed outward if increasing opportunity costs exist.
As more quantities of good X is produced, there would be fewer resources available to produce good Y. As a result, less of good Y would be produced. So, the opportunity cost of producing a good increase as more and more of that good is produced.
