Amy Parker, a 22-year-old and newly hired marine biologist, is quick to admit that she does not plan to keep close tabs on how her 401(k) retirement plan will grow with time. This sort of thing does not really interest her. Amy's contribution, plus that of her employer, amounts to $2,250 per year starting at age 23. Amy expects this amount to increase by 4% each year until she retires at the age of 67 (there will be 45 EOY payments). What is the compounded future value of Amy's 401(k) plan if it earns 6% per year?

$1,213,657.685

Explanation:

For computation of compounded future value first we need to find out the present worth which is shown below:-

= $88,172.32636

Now, Future value = Present worth × (1 + interest rate)^number of years

= $88,172.32636  × (1 + 6%)^45

= $1,213,657.685

Therefore we have applied the above formula to determine the future value.

answer; (a) calling people who have not shown interest in the product and asking them to buy it;

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