Answer:
The price of the stock six years from now will be $56.94
Explanation:
To calculate the price of a stock that pays a dividend which grows at a constant rate forever, we use the constant growth model of DDM. The current price of stock using the constant growth model is calculated as follows,
P0 = D1 / r - g
As, we don't know the D1, that is dividend expected for the next year, we will calculate it first,
45 = D1 / (0.12 - 0.04)
45 * (0.12-0.04) = D1
45 * (0.08) = D1
3.6 = D1
We use the D1 to calculate the price today. Thus, we will use D7 to calculate the price six years from now.
D7 = D1 * (1+g)^6
P6 = 3.6 * (1+0.04)^6 / (0.12 - 0.04)
P6 = $56.939 rounded off to $56.94
Answer:
The target stock price in year 1 is $51.12
Explanation:
Given SE = $6 MIL, NI= $906 000, Div= $408180, Shares= 200000, PE ratio= 24 , SP =?
W e will use the price earning ratio as we are are given the benchmark PE ratio and this ratio measures the stock price relative to it profits
PE = Stock price / Earnings per share
Need to calculate Earnings per share
EPS = net Income - dividends/ oustanding Shares
=906000-480180/200000
=$2.1291/$2.13
Sustitute in the formula for PE ratio
24 = Stock Price/2.13
Stock Price = $51.12
Therefore the target stock price in year 1 is $51.12
Answer:
Explanation:
- Let the demand equation be P = X + YQ
- at P = $24, Q = 11000units
- 24 = X + 11000Y.............equation 1
Substitute the value of X in equation 1
- hence demand equation ; P = X + YQ , P =61 - 0.00336Q
Similarly, let the supply equation be P = Z + wQ
- at P = $24, Q = 11000units
- 24 = Z + 11000w....................equation 2
- from equation P = Z + wQ, 3 = Z
Substitute the value of Z in equation 2
- 24 = Z + 11000w, but Z = 3
- hence the supply equation becomes, P = 3 + 0.00191w
The answer is 5,000bdbrbgvtvdhdudidjrbrbfbtbfjf
Answer:
False
Explanation:
The contract is not voidable at Leslie's option but rather at the supplier's option. This is because Leslie has agreed to the buy the shoes, irrespective of the price.
Should Leslie want a price stated in the contract, the case has to be taken to court and the judge will have a price stated that suits both parties.
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