<span>The cell phone company is participating in strategic outsourcing. When a business uses strategic outsourcing they are outsourcing a part of their company operations to another company. By doing this, they are able to focus more on their core company goals and let another company handle the outside work of making it happen. </span>
Answer:
C. She may receive distributions over her expected life
Explanation:
The deal that derives that if there is one inherits so IRA could be inherited from the spouse. In this case, the fund would remain in the IRA with no tax outstanding unless the spouse continues for taking the distributions it could be started by age 70 and half.
If we skip the given away option that implies the transfer the IRA in a Beneficiary Distribution Account. Also the distributions arise when there is a depletion over the five years
Since she is 28 years old so the expected life is for another 50 + years or more so it decreases the needed yearly distribution
Therefore the option C is correct
Explanation:
However, there is a more important reason to conserve fossil fuels, and that's to help heal the environment. Burning petroleum, coal and natural gas fills the air with harmful pollutants, including nitrogen oxides, sulfur dioxide, carbon dioxide, ozone and a host of hydrocarbons.
Answer:
✔ Make sure that when you build your network, you don’t always expect your contacts to be giving to you. You have to give as well as receive in order for a network to be effective.
✔ You’re going to have a hard time building a network that you can use to support you through this restructuring, but start now to build your network before you need it the next time.
✔ Reach out to people and do as many activities as you can with them. Try to fill your calendar so that you connect with as many people as possible.
✘ Try to fill your network with people who are very similar to you, preferably people who do the same kind of work you do and people who have non-work backgrounds similar to yours. This will make it easier to develop relationships with them.
Answer:
FV= $44,269.11
Explanation:
<u>First, we need to calculate the future value of the lump-sum deposit of $20,000:</u>
<u></u>
FV= PV*(1 + i)^n
FV= 20,000.01*(1.05^11)
FV= $34,206.8
<u>Now, the future value of the $800 annual deposit:</u>
FV= {A*[(1+i)^n-1]}/i
A= annual deposit
FV= {800*[(1.05^10) - 1]} / 0.05
FV= $10,062.31
<u>Finally, the total future value:</u>
FV= $44,269.11
