Answer: A. N = 12; 1 = 8/4; PV = 25,000; FV = 0; CPT PMT
Explanation:
A is the correct option because,
N = 12
The period is 3 years but the payments are quaterly so the actual period is;
= 3 years * 4
= 12 quarters/ periods.
I = 8/4
The interest rate is 8% but this is stated as a Yearly value which needs to be adjusted to a quarterly value by dividing it by 4.
PV = 25,000
The Present Value of the loan is $25,000 because this is the amount that Art's Market was given in the present.
When all of this is inputted into the calculator, the answer will be; PMT = $2,363.99.
Answer:
the price will grow to $ 507,571.77 If it continues with the same grow rate
Explanation:
first we solve for the rate:
2006 - 1895 = 111 years
r = 0.06
Now we apply this rate for the year 2040:
2040 - 2006 = 34 years
Principal 70,000.00
time 34.00
rate 0.06000
Amount 507,571.77
<span>It is reasonable to assume that sales supervisor reports to a sales manager, who would report to the general manager. The advertising manager would report to this same general manager.</span>
Answer:
Sheffield Corp
Retained Earnings Statement for the year ended December 31, 2017:
Net Income $10,400
Retained Earnings, January 1 17,000
Dividends (6,700)
Retained Earnings, December 31 $20,700
Explanation:
Sheffield's statement of retained earnings shows the net income after tax, which is added to the Retained Earnings at the beginning of the period. Then the dividends paid are deducted to arrive at the Retained Earnings at the end of the period. The statement shows the distribution of net income to stockholders.
Answer:
Celebruity has a unit contribution margin of $35 ($100-$62-$3), currently.
Celebrity will have a unit contribution margin of $42.25 =($110-$62-$2.75) whit the changes.
This is an increase of $10.25 in the unit contribution margin.
Sales volume remains to be the same at 150 units ($15000 / $100), so the effect on contribution margin is $1537.50 = (150 X $10.25).
The contribution margin increase equals the net income increase, $1537.5 because the costs remain the same