Answer:
The payback period for Silva Inc. is 3 years. If considering only this method of evaluating projects, Silva Inc will invest in project A and dismiss project B.
Payback period A=2,1539 years.
Payback period B= 3,0042 years
Explanation:
The payback period refers to the amount of time it takes to recover the cost of an investment. The payback period is the length of time an investment reaches a breakeven point.
<u>Cash Flow A:</u>
$
I0= - 70.000
1= 28000 = -42000
2= 38000 = -4000
3= 26000 = 22000
Payback period= full years until recovery +
unrecovered cost beginning year/Cashflow during year
Payback period A= 2 + (4000/26000)= 2,1539 years.
<u>Cash Flow B:</u>
$
I0= -80000
1= 20000 = -60000
2= 23000 = -37000
3= 36000 = -1000
4= 240000 = 239000
Payback period B= 3 + 1000/240000= 3,0042 years
<u>The payback period for Silva Inc. is 3 years. If considering only this method of evaluating projects, Silva Inc will invest in project A and dismiss project B. </u>
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Answer:
C. He will most likely need to work variable shifts so that he can connect with all his team members.
Explanation:
He will most likely need to work variable shifts so that he can connect with all his team members.
Answer:
A
Explanation:
If you need buy it, if it's a want not a need don't buy it
Answer:
communicating with persons outside of the organization
drafting, laying out, and specifying technical devices, parts, and equipment
making decisions and solving problems
thinking creatively
Answer:
The false statement is letter "A": The effect of compounding is great over short time periods, but then it begins to decline as the horizon grows.
Explanation:
Interest on interest or Compound Interest is the money accrued out of an interest rate plus all the interest earned accumulated on a certain period of time. The compound interest can be calculated on a daily, monthly or yearly basis. If the frequency of the compound interest is set in shorter periods of time, it will be more beneficial for the investor.
In that sense, option letter "A" is false since interest on interest does not decline over time but increases.