Answer:
The firm paid $630000 dividends in 2019
Explanation:
Retained earnings is the amount of net income that is not distributed to stockholders and is ploughed back into the business. It is a capital reserve account and appears in the equity section of the Balance Sheet. To determine the amount of Dividends, we will trace the change in Retained earnings and deduct the increase in retained earnings amount from the Net Income to arrive at dividends for the year.
Increase in Retained earnings = 4000000 - 3700000 = $300000
Thus, out of the Net Income of $930000 earned in 2019, $300000 was transferred to retained earnings. The remaining was paid as dividends.
The dividends in 2019 are = 930000 - 300000 = $630000
Answer:
a) $337,615.38
b-1) $360,910.85
b-2) $415,266.92
c-1) $362,637.36
c-2) $438,461.54
Explanation:
a) To find the current value of the company, we have:
= 
= $337,615.38
b-1) If the company takes on debt equal to 30 percent of its unlevered value.
337,615.38 + (0.23 * 337,615.38 * 0.30)
= $360,910.85
b-2) When the company can borrow at 10 percent. The value of the firm if the company takes on debt equal to 100 percent of its unlevered value will be:
337,615.38 + (0.23 * 337,615.38 * 1)
= $415,266.92
c-1) The value of the firm if the company takes on debt equal to 30 percent of its levered value:
= $362,637.36
c-2) The value of the firm if the company takes on debt equal to 100 percent of its levered value:
= $438,461.54
Answer:
OK??
Explanation: Up at answer
Answer:
The annuity will cost him $963,212.95.-
Explanation:
Giving the following information:
Cash flow= $75,000
Interest rate= 0.0525
n= 20
First, we need to calculate the final value. We will use the following formula:
FV= {A*[(1+i)^n-1]}/i + {[A*(1+i)^n]-A}
A= annual cash flow
FV= {75,000*[(1.0525^20) - 1]/0.0525} + {[75,000*(1.0525^20)] - 75,000}
FV= 2,546,491.88 + 133,690.82= $2,680,182.70
Now, the present value:
PV= FV/(1+i)^n
PV= 2,680,182.70/(1.0525^20)
PV= $963,212.95
