Answer:
As a result of an increase in the YTM, the price of the bond will fall $4677.19 from to $4593.67
Explanation:
The bonds are valued or priced based on the present value of annuity of interest payments and the present value of the principal. Based on the YTM of 7.8% the bonds are priced at,
coupon payment = 5000 * 0.067 *1/2 = $167.5
Semiannual YTM = 7.8 *0.5 = 3.9%
Semi annual periods to maturity = 8 * 2 = 16 periods
Old Price = 167.5 * [( 1 - (1 + 0.039)^-16 + 5000 / (1+0.039)^16
Old Price = $4677.19
New semiannual YTM = 8.1% / 2 = 4.05%
New Price = 167.5 * [( 1 - (1+0.0405)^-16) / 0.0405] + 5000 / 1.0405^16
New Price = $4593.67
Answer:
Reconditioning
Explanation:
Reconditioning means to "condition again" so the rabbit will demonstrate and condition the fear of the buzzer again.
If the company requires a return of 10 percent for such an investment, calculate the present value of the project.
The present value of the project is $72349.51.
Since we consider only incremental cash flows for a project, we consider $21,600 for year one and calculate a 4% increase for each of the additional years.
We then calculate the Present Value Interest Factor (PVIF) at 10% for four years using the formula :
PVIF = 1 / [(1+r)^n]
Next, we find the product of the respective cash flows and PVIF for each year.
Finally, we find the total of the discounted cash flows for the four years to find the Present Value of the project.
Answer:
45%
Explanation:
The market for good x is initially in equilibrium at $5. the government then places a per-unit tax on good x, as shown by the shift of s1 to s2.
As a result of the shift in the supply curve a new equilibrium price is established at $6.25
That implies that the share of the burden that consumers will bear is $1.25 (which represents 55% portion of the tax) - the difference between the previous and new equilibrium prices.
The other 45% portion of the tax will be borne by the producers
Answer:
Jameson's current stock price, P0 is $18.62
Explanation:
Required rate of return = Risk free rate + Beta*Market risk premium.
= 4.00% + 1.15*5.00 %
= 9.75 %
Current stock price, P0
= Expected dividend per share/(Required rate of return - Growth in dividends)
= (0.75 + 5.50%*0.75)/(0.0975 - 0.055)
= $18.62
Therefore, Jameson's current stock price, P0 is $18.62
