Answer:
For more than 180 minutes of phone use.
Explanation:
Let m represent number of minutes of phone use in a month.
We have been given that in Plan A, there is no monthly fee, but the customer pays $0.06 per minute of use.
The cost of using m minutes in plan A would be .
We are also told that in Plan B, the customer pays a monthly fee of $4.80 and then an additional $0.03 per minute of use.
The cost of using m minutes in plan B would be .
To find the amounts of monthly phone when Plan A will cost more than Plan B, we will set cost of plane A greater than cost of plan B as:
Let us solve for m.
Therefore, Plan A will cost more than Plan B for more than 180 minutes of phone use.
Answer:
$74.58
Explanation:
The price of share of the Bretton Inc in the given question shall be the present value of all the dividends associated with this share in the future years.
Present value of year 1 dividend=3.31(1+13%)^-1=$2.93
(3.15*1.05)
Present value of year 2 dividend=3.48(1+13%)^-2=$2.73
(3.31*1.05)
Present value of year 3 dividend=3.65(1+13%)^-3=$2.53
(3.48*1.05)
Present value of year 4 dividend=3.83(1+11%)^-4=$2.52
(3.65*1.05)
Present value of year 5 dividend=4.02(1+11%)^-5=$2.39
(3.83*1.05)
Present value of year 6 dividend=4.22(1+11%)^-6=$2.26
(4.02*1.05)
Present value of all the cash flows after 6 year=$59.22
[4.22(1+5%)/(9%-5%)]*(1+11%)^-6
Price of share $74.58
Answer:
The portfolio's expected return is 15%
Explanation:
The expected return of a portfolio is the sum of the weight of each asset times the expected return of each asset.
So, the expected return of the portfolio is:
E(RP) = 0.20(.09) + 0.60(.15) + 0.20(.21)
= 0.018 + 0.09 + 0.042
E(RP) = 0.15 or 15%
If we own this portfolio, we would expect to earn a return of 15 percent.
George Washington: Washington has been called the "Father of His Country" for his manifold leadership in the formative days of the new nation.
Answer:
$93.20
Explanation:
Given the following from the question
Future value of stock = $90
PV Factor = Future Value ÷ (1+ interest rate %)
Hence, we have Present value of stock as => 90 ÷ (1.03) = $87.378640777
Present value of dividends = 6 ÷1.03 = $5.8252427184
Total of present value of stock and dividend =$87.378640777 + 5.8252427184 = $93.20
Hence, in this case, the correct answer is = $93.20