Answer:
B. 17 is the correct answer.
Explanation:
Answer:
Price to pay now for the stock = $96.278
Explanation:
<em>The price of the stock would be the present value(PV) of the future cash flow expected from it discounted at the required rate of 13%</em>
<em>Hence we would add the present value of he dividend and the resent of he price at the end of the period</em>
PV = CF × (1+r)^(-n)
<em>CF- Cash Flow</em>
<em>R- rate of return- 13%</em>
<em>n- number of years</em>
PV of dividend = 2.60 × (1.13)^(-1) = 2.30
PV of stock price after a year = 120× (1.13)^(-1) = 93.97
Price to pay now for the stock = 2.30 + 93.97 = $96.278
Price to pay now for the stock = $96.278
Answer:
The stock's new expected rate of return is 14%
Explanation:
Ke=Rf+beta(Mrp-Rf)
Ke is the cost of capital is 10.20%
Rf i the risk free rate which is unknown
beta is 1.00
(Mrp-Rf) is the market risk premium at 6%
10.20%=Rf+1.0(6%)
10.20%=Rf+6.0%
Rf=10.20-6.00%
Rf=4.20%
Beta for the risky asset is 1.00*130%=1.3
New risk rate is the old rate plus inflation rate of 2.00%
new risk free=4.2%+2%=6.2%
The expected return on the new asset is computed thus:
Ke=6.2%+1.3(6%)
Ke=6.2%+7.8%
Ke=14%
Answer and Explanation:
An increase in the number of firms increases the demand elasticity. As the demand elasticity increases from 2 to 3 it means you could encounter less demand if product prices are increased. At a demand elasticity of -3, it is regarded as inelastic demand and a change in price will not affect the demand for the product as customers are still likely to patronize the product example gasoline. Due to its high demand, an increase in price will not readily affect the demand for it. Therefore if you are to change the price from $10 at 2 to 3 demand elasticity increase, the percentage of increase from 2 to 3 is given as.
3-2/2 X 100 = 50%
The new charge (x) at -3 demand elasticity = 50%/3 = 0.66666666
The increase in the new charge is therefore $10 + $10x = $10 + $10(0.166666) = $11.67
Answer: web community
Explanation:
Web community is also called an internet community, it is a virtual community whose members interact with each other primarily through the Internet.
