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Sheila is in the state of realistic period where a person would likely be motivated and pursuing of the things that he or she wanted to do because of her or his personal goals or the idea that he or she has in mind. It could be seen above as she wants to pursue law because of the knowledge that she gains in the area.
The lifestyle, which has enabled people to select products and services to meet their different needs without the traditional conformity to stereotypes, is<em> known as </em><em>component lifestyle</em>.
- Consumers' free choices are not based on military lifestyle, which is restricted to the military personnel.
- Free choice is not a factor of career lifestyle, which has more to do with the availability of resources.
- Consumers' free choices are not a result of fad lifestyle, which refers to the general conformity of the population to a particular style.
Thus, the only lifestyle, which has enabled people to select products and services to meet their specific needs and interests, is component lifestyle.
Read more about lifestyles at brainly.com/question/12065546
Answer:
310,588.5
Explanation:
As is not said we can assume the 2,100 each year to be paid at the end of the year, and the 7% to be used as a compunded anually rate. So let´s first think just about the 2,100, as they are regulary payments, they can be seen as an anuity inmediate, the formula is as follows:

where sn is the future value of the regular payments, i is the interest rate and n is the number of payments and p is the amount of regular payment so in this particular case we have:

=198,367.65
So now let´s think on the gift of 29,000 as it is paid on 10 years, there will remain 20 years with an investment rate of 7% compounded anually. so there we have the classic formula of future value

where FV is the future value, PV is the present value, i is the interest rate per period, and n is the number of periods. Again in this particular case we have:


so the total amont will be:
total=198,367.65+112,220.85
total=310,588.5
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