Answer: $5,396.79
Explanation:
The net present value is value of the after tax cash flows from an investment minus the value of the amount invested.
The net present value can be found using a financial calculator.
Cash flow for year zero = $-175,000
Cash flow for each year from year 1 to year 3 = 70,000
I = 8%
NPV =$5,396.79
I hope my answer helps you
Answer:
interest rate r = 6.78 %
Explanation:
given data
investment = $12,000
interest rate = 3.5 percent = 0.035
time = 5 year
interest rate = 7.9 percent = 0.079
time = next 15 year
to find out
What was your annual rate of return over the entire 20 years
solution
we get here interest rate as
interest rate r = ...................1
here t1 is time period for first 5 year and t2 is time i.e next 15 year and r1 and r2 is rate
now put here value we get
interest rate r =
interest rate r =
interest rate r = 1.0678 - 1
interest rate r = 0.0678
interest rate r = 6.78 %
USE AS MUCH PLASTIC AS U CAN!!!!!
Answer:
Paid in capital treasury stock = $1,600
Explanation:
Paid in capital treasury stock = (Market value - purchase value) × Number of share reissued.
Given,
Reacquired treasury stock = 2000 shares
As the shares were reacquired for $20,
Reacquired total treasury stock = 2,000 shares × $20 = $40,000
Reissued number of shares = 800
Market price of those treasury stock is $22 per share.
Therefore, paid in capital - treasury stock = $(22 - 20) × 800 shares
Paid in capital - treasury stock = $1,600
Let P<span> be the average power output. The total amount of work done is </span><span><span>P*(7.3s)</span>)</span><span>. But the total amount of work done is also the sum of these two quantities:
1._ </span>The work done to overcome friction. 2._The kinetic energy of the dragster at the end of the 400 m. Then the first part of the work done is (1200N)*(400m)=480000 J.
Part 2 is given by the kinetic energy formula: 1/2*(300)*(120^2)=2160000 J.
<span>Taken together, that's 2640000 J.
</span>Divide by the time <span>(7.3s)</span><span> and you have average power output of about
</span><span>
361643.836 Watts and in HP is </span> 361643.836/745.7=<span><span>484.972289 HP</span></span>