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skelet666 [1.2K]
3 years ago
15

On the day Harry was born, his parents put $1200 into an investment account that promises to pay a fixed interest rate of 6 perc

ent per year. How much money will Harry have in this account when he turns 21 (round to nearest $1)? If you could identify the TVM variable you're calculating, along with showing me how to calculate this step by step using excel it would be extremely helpful
Business
1 answer:
laiz [17]3 years ago
6 0

There will be $2712 in Harry's account after 21 years.

Explanation:

The initial amount put into the investment account was $1200. This account has an interest rate of 6% every year. This means that for every year that money is kept in this account, the bank must pay them 6%. To do this we must calculate how much 6% of $1200 is

6% of $1000 is 0.06 * $1000 =$72.

So for every year, the interest of $72 is added into the account. To calculate total interest we multiply this interest amount and the number of years.

So after 21 years= $72 * 21 years = $1512.

So interest gained in 21 years is $1512 but this is only the interest amount. We must add the initial amount with this to find the total amount available in the account.

Total amount present= Inital amount + Amount due to interest= $1200 + $1512= $2712.

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7 0
3 years ago
OCEAN is an acronym for _____.
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OCEAN is an acronym for openness, conscientiousness, extraversion, agreeableness, neuroticism.
6 0
4 years ago
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A fast-food restaurant accepts five dollars in cash as payment for three tacos. This is an example of money's role as a:
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The correct answer is c. medium of exchange.

Explanation:

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LekaFEV [45]

Answer:

Budgeted purchases      Units

Budgeted sales                4,000

Ending inventory               2,840

Beginning inventory         <u> (1,800)</u>      

Budgeted purchases        <u>  5,040</u>      

The correct answer is A                                                                                                                  

Explanation:

Budgeted purchases equal budgeted sales plus ending inventory minus beginning inventory.                            

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