A = P((1+r/n)nt)
A = money earned from lottery & from interest
P = 500,000.00 r = 8% n = 4x t = 10
A = 500,000.00 ((1+ 0.08/4) 4x10) = 1,104,019.83
The total money that Super Ball should deposit in Joan's account is $1,104,019.83.
Answer:
c. $310,450
Explanation:
The computation of the capitalized cost of the income is shown below:
= Present value of the annual cash flow × discount factor for 10 years at 5%
where,
Present value of the annual cash flow = $50,000 ÷ 0.10 = $500,000
And, the discount factor is
= 1 ÷ (1 + rate) ^ years
= 1 ÷ (1.10)^5
= 0.6209
So, the capitalized cost of the income is
= $500,000 × 0.6209
= $310,450
Answer:
So 10 wind crimes has an opportunity cost 15 bird houses
or 1.5 per unit.
Explanation:
The opportunity cost is the cost of the goods it could been produced instead of the current output.
For the 10 wind chimes it will be the decreases in the birdhours production.
When Horatio moves to 25 from 15 wind chimes his bird house production fall to 15 from 30 Therefore, it decreases by 15
So 10 wind crimes has an opportunity cost 15 bird houses
we can do this metric by unit:
15/10 = 1.5 each additional wind chimes cost 1.5 bird house.
<em>I think it catches the sounds from vibrations that make sound waves. Or at least that's what my teacher says they are. We just started learning more about sound energy and she said that we hear things because soundwaves come and reach our ears after something vibrates.</em>
<em>Hope this helps and have a nice day.</em>
<em>-R3TR0 Z3R0 </em>
Answer:
Maximum price = $43.50
Explanation:
<em>According to the dividend valuation model , the current price of a stock is the present value of the expected future dividends discounted at the required rate of return </em>
This principle can be applied as follows:
The value of cash flow the stock today is the present value of the future cash flow discounted at the required rate of return
The Di
P= D/ke
P= price of the stock today,- ?
D- annual dividend- 6.20
Ke- Cost of equity-14.25%
Price = 6.20/0/14.25=43.50
Maximum price = $43.50
