Purchases = Sales units + Closing inventory - Beginning Inventory
= 7,400 + (2,400 * 120%) - 2,400
= 7,800 units
The balance in the savings account at the end of the 8th year (i.e., after 8 deposits) is $99,256, and the interest earned on the 8 deposits is $27,256
The future value of annuity is a calculation that measures how a good deal a chain of fixed bills might be really worth at a specific date in the future whilst paired with a particular interest price. The word “value” in this term is the coin's potential that a sequence of future payments can gain.
The equation to find future value of the annuity:
Future Value = E ( ( 1 + r)^p - 1 ) / r
E = Annual deposit = $9,000
r = Interest rate = 9%
P = 8 years
FV = Amount available = 9,000 ( 1.09^8 - 1 ) / .09 = $99,256
Interest = 99,256 - 9000 * 8 = $27,256
Future value is the value of a current asset at a future date based on an assumed fee of growth. The future price is vital to investors and economic planners, as they use it to estimate how an awful lot of funding made today may be worth it in the future.
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Answer: $112,000
Explanation:
Jimmy is able to withdraw the entire $112,000 tax-free.
This is because to be able to Withdraw tax-free, one must have deposited money in the IRA for a minimum of 5 years and the person must be at least 59.5 years of age.
Those 2 criteria are met by Jimmy who deposited for 18 years and is now aged 65.
Answer:
So she must achieve about 11.61 %
Explanation:
Amount invest by Kathy = $50000
She wanted to buy a home for $150000
Time of investment = 10 years
We have to find the return which she received
Let she receives x return
So according to question 




So she must achieve about 11.61 %
Answer:
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Explanation: