Answer:
It will take 51 months.
Explanation:
As we know the constant payment of $290 monthly is the annuity payment to pay $12,000 with interest rate of 0.84% per month. The Number of Months can be calculated by following formula.
Loan amount = PV = $12,000
Rate of interest = r = 0.84 %
Monthly Payment = P = $290
PV of annuity = P x [ ( 1- ( 1+ r )^-n ) / r ]
$12,000 = $290 x [ ( 1 - ( 1 + 0.84% )^-n / 0.84% ]
$12000 x 0.84% / $290 = 1 - ( 1 + 0.84% )^-n
0.347586 = 1 - ( 1 + 0.84% )^-n
0.347586 - 1 = - ( 1 + 0.84% )^-n
-0.652414 = - ( 1 + 0.84% )^-n
1 / 0.652414 = 1.0084^n
1.532769 = 1.0084^n
Log 1.532769 = n x log 1.0084
n = Log 1.532769 / log 1.0084
n = 51
Answer:
D) $320,000
Explanation:
We are given the following information:
- unit price = $25 per frame
- variable costs = $12 per frame
- fixed costs = $50,000 for 25,000 frames or $2 per frame
If Frames is able to sell 30,000 frames in one month, their operating income should be:
Total sales revenue $750,000 (= $25 per frame x 30,000 frames)
<u>COGS -$430,000 [= (30,000 x $12) + $70,000] </u>
Gross operating profit $320,000
Answer:
The correct answer is: Operating budget.
Explanation:
An operating budget is an estimate a business make of the expenses and revenue it plans to book in its ongoing operations. Operating budgets can also be used to forecast future operating corporate periods. This type of budget mainly includes the <em>number of sales expected in dollars</em>, <em>fixed and variable costs</em> as well as <em>operating expenses</em> such as loan payments or depreciation.
Answer:
4,494.68
Explanation:
Formula
Fc = Ic (1+i) ^ n
Where;
Fc= Final Capital
Ic= Inicial Capital
i= interest rate
n= period
In this particular case:
Fc = 1234 (1+0.034556) ^ 8 + 2345 (1+0.03456) ^ 6
Fc = 4,494.68
decreasing profit margins
