Answer:
Even though most people in the original target market for electric toothbrushes already knew how to brush their teeth, consumers still had some learning to do in order to make good use of the new brushing technique. The electric toothbrush is an example of a <u>dynamically continuous innovation</u>.
Explanation:
Dynamically continuous innovation.- when a company makes ongoing upgrades or enhacements of existing technologies or products.
Answer:
3.2 years
Explanation:
Calculation to determine what The payback period of the project is closest to:
Using this formula
Payback period = Investment required ÷ Annual net cash inflow
Let plug in the formula
Payback period= $343,000 ÷ $107,000 per year Payback period= 3.2 years
Therefore The payback period of the project is closest to:3.2 years
Answer:
c. $587,100.
Explanation:
The computation of the break even sales in dollars is shown below:
Break Even Sales = Fixed Cost ÷ Contribution Margin Ratio
where,
Fixed cost is $405,099
And, the contribution margin ratio is
= (sales price - variable cost) ÷ sales price
= ($215 - $66.65) ÷ $215
= 69%
Now placing these above formulae to the given formula
= $405,099 ÷ 0.69
= $587,100
Hene, the correct option is c. $587,100
Answer:
51 % increase
Explanation:
Stock A price= $23.00
Stock A price after 6 months= $47.00
Increase in price of Stock A= $47 - $23
= $24
Percentage increase in stick price = <u>$24</u> x 100%
$47
= 0.510 x 100%
= 51%
The percentage increase in the price of Stock A is 51%
Cheers
Answer:
FALSE
Explanation:
It is False that the difference between operations and projects is that operations end when their objectives have been reached, whereas projects do not.
The reverse is true because projects are time-bound and they come to an end when their objectives have been achieved, but company operations are expected to continue as a going concern.
A project is an activity to meet the creation of a unique product or service, an thereafter terminates while operations are day to day routine activities that are expected to continue
