Answer:B. If the payback period is less than the maximum acceptable payback period, accept the project.
Explanation:
The payback period measures if a capital investment is profitable.
The payback period measures how long it takes to recover the amount invested in a capital project. It calculates how long it takes for the cash flows generated from a capital project to be equal to the cost.
For example if a project costs $10,000. It cash flows in year 1,2,3 and 4 are $5000, $3000, $2000, $6000. The payback period is 3 years. If the company has a maximum acceptable payback period of 2 years, then the company won't take on the project because its payback period is more than the maximum acceptable payback period.
If the company has a maximum acceptable payback period of 4 years, then the company would take on the project because its payback period is less than the maximum acceptable payback period.
Answer:
C. Reduced prices of Sony televisions resulted in an increase in the quantity demanded.
Explanation:
Sony is a well known brand . What could explain a sudden double increase in sales while other brands' didn't is most likely a reduction in in prices of Sony products. It is a well known brand and they sell quality products which customers trust. Having a discounted price means they are offering a sale which customers would want to take advantage of.
Estée lauder would not choose to sell to cvs or dollar general because
"<span>
customer expectations."</span>
Estée Lauder would not
choose to sell to CVS or Dollar General since its clients would not expect to
shop at those stores for top of the line makeup. Rather, CVS may convey less costly
cosmetic brands, as Revlon and Maybelline.
Answer:
a. $0.09
b. $0
c. -$0.09
Explanation:
Real rate = Nominal rate - inflation rate
a. Real rate = 2% - 1%
= 1%
Change in real wage = 9 * 1% = $0.09
b. = 2% -2% = 0%
Change in real wage = 9 * 0% = 0
c. = 2% - 3%
= -1%
Change in real wage = 9 * -1% = -$0.09
Answer:
$72
Explanation:
To calculate the weighted contribution margin we can use the following formula:
[(sales price A - variable cost A) x proportional sales A] + [(sales price B - variable cost B) x proportional sales B]
= [($200 - $120) x 80%] + [($100 - $60) x 20%] = $64 + $8 = $72
