Answer:
well why do you think your cut out for it
Explanation:
be yourself why are u intrested
Answer: The equilibrium price always rises
Explanation:
When the supply shift towards left, the supply curve increases the price of equilibrium and there is decreases in the quantity of the equilibrium. When the demand curve shifts towards right then, the demand curve increasing the price of equilibrium as well as increased the quantity of the equilibrium. This concludes that, the equilibrium price always rises.
Answer:
Cost of common equity=15.74%
WACC=11.91%
Explanation:
Complete Question:
Palencia Paints Corporation has a target capital structure of 35% debt and 65% common equity, with no preferred stock. Its before-tax cost of debt is 8%, and its marginal tax rate is 40%. The current stock price is P0=$22.00. The last dividend was D0=$2.25, and it is expected to grow at a 5% constant rate. What is its cost of common equity and its WACC?
Answer and Explanation:
First we have to calculate the cost of equity which shall be calculated as follows:
Cost of equity=D0(1+g)/P0+g
In the given question:
D0=$2.25
P0=$22.00
g=growth rate=5%
Cost of common equity=$2.25(1+5%)/$22.00+5%
=15.74%
Now we will calculate the WACC which shall be determined through following mentioned formula:
WACC=[Portion of Equity in capital structure*Cost of equity+Portion of Debt in capital structure*Post tax cost of debt]/Portion of Equity in capital structure+Portion of Debt in capital structure
WACC=[65%*15.74%+35%*(1-40%)*8%]/100%
WACC=11.91%
Answer:
7.6%
Explanation:
Calculation for What is the annualized forward premium or discount of the euro
Using this formula
Euro annualized forward premium or discount = [(F/S) - 1] x 360 days/90 days
Where,
F represent forward rate $1.07
S represent current spot rate $1.05
Let plug in the formula
Euro annualized forward premium or discount =[($1.07/$1.05) - 1] x 360 days/90 days
Euro annualized forward premium or discount =($1.019-1)×x 360 days/90 days
Euro annualized forward premium or discount =0.019×360 days/90 days
Euro annualized forward premium or discount =0.076×100
Euro annualized forward premium or discount = 7.6 %
Therefore the annualized forward premium or discount of the euro will be 7.6%