Answer:
FV= $115,928.81
Explanation:
Giving the following information:
Monthly deposit= $70
Interest rate= 0.12/12= 0.01
n= 24*12= 288
<u>To calculate the future value, we need to use the following formula:</u>
FV= {A*[(1+i)^n-1]}/i
A= monthly deposit
FV= {70*[(1.01^288) - 1]} / 0.01
FV= $115,928.81
Answer:
$27
Explanation:
Giving that the most important(all in actuality) values related to the question are not listed, I'd do well to improvise and assume. And as such, I have these
I'm assuming that the minimum payment on a credit card is the greater of $27 or 3% of the unpaid balance. And thereafter, proceeding to find the minimum payment on an unpaid balance of about $815.69.
To do this, we use simple arithmetic to first find the value of the percentage in dollars, so that
3% of $815.69 = 3/100 * 815.69 = $24.471
Remember that drum the question, the minimum payment is greater than 3% of the unpaid balance or $27. Given than 24.47 is less than 27, our answer is $27
Answer:
$38.40
Explanation:
Target Cost = Selling Price per Unit - Profit Margin per Unit
Here, Selling Price per Unit = $40
Profit Margin = 16% of the Investment in Product
Investment = $ 300,000
Profit Margin = 16% × 300,000
= $48,000
Number of Units Sales = 30,000 Units
Profit Margin per Unit:
= Profit Margin ÷ Number of Units Sales
= $48,000 ÷ 30,000
= $1.6
Therefore,
Target Cost per Unit:
= Selling Price per Unit - Profit Margin per Unit
= $40.00 - $ 1.60
= $38.40
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