Answer:
a) H0: u = presence of a unit root
HA: u ≠ presence of a unit root ( i.e. stationary series )
b) t stat = -0.064
c) We will reject the Null hypothesis and the next step will be to accept the alternative hypothesis
d) It is not valid to compare the estimated t stat with the corresponding critical value because a random walk is non-stationary while the difference is stationary because it is white noise
Explanation:
<u>a) stating the null and alternative hypothesis</u>
H0: u = presence of a unit root
HA: u ≠ presence of a unit root ( i.e. stationary series )
<u>b) performing the test </u>
critical value = -2.88
T stat = coefficient / std error
= -0.02 / 0.31 = -0.064
c) From the test, the value of T stat > critical value we will reject the Null hypothesis hence the next step will be to accept the alternative hypothesis
d) It is not valid to compare the estimated t stat with the corresponding critical value because a random walk is non-stationary while the difference is stationary because it is white noise
Answer:
C. $682,000
Explanation:
Given the above information, the computation of cash dividend is seen below;
Beginning retained earnings (2020) + net income - Stock dividend - Cash dividend = Retained earnings
$1,440,000 + $1,008,000 - ($499,000 + $99,000) - Cash dividend = $1,168,000
$2,448,000 - $598,000 - Cash dividend = $1,168,000
Cash dividend = $2,448,000 - $598,000 - $1,168,000
Cash dividend = $682,000
You can have mine if you need it
Answer:
price is $3.90
Explanation:
given data
exercise price = $30
four months to expiration price = $4.10
stock currently priced = $29.80
risk free rate = 4 % per year
to find out
What is the price of a put option with the same exercise price
solution
we know that put call parity that is express as
S + P = C + E × ........................1
here S is stock price and P is put price and R is risk free rate and C is call price and t is time to maturity and E is exercise price
so put here all these value in equation 1 we get
P = C + E × - S
P = 4.10 + 30 × - 29.80
P = 3.90
so price is $3.90