Answer:
$73.47
Explanation:
2.87 is the current dividend paid (D0)
Use that to find dividends for the next 5 years;
D1 = D0(1+g) ; g being the growth rate
D1 = 2.87(1.08) = 3.0996
D2 = 3.0996(1.08) = 3.3476
D3 =3.3476(1.08) = 3.6154
D4 = 3.6154(1.08) = 3.9046
D5 = 3.9046(1.08) = 4.2170
Next, find terminal cashflows;
D6 (yr 2024) = 4.2170 (1.03) = 4.3435
Find Present values of all the dividends using the 8% discount rate with the formula; PV = FV/
PV(D1) = 2.87
PV(D2) = 2.87
PV(D3) = 2.87
PV(D4)= 2.87
PV(D5)= 2.87
PV of terminal value; PV(D6 onwards) = 
= 59.1223
Sum up the PVs to find value per share;
$2.87 +$2.87 +$2.87 +$2.87 +$2.87+ $59.1223 = $73.47
Answer:
Geoff's target service level is 0.76
Explanation:
Doing so would expand his expense from $0.99 to $1.59 and could very well give him the sustenance he expected to endure the second 50% of his day at the workplace. Obviously, in the event that he completed his cheeseburger and the typical measure of fries, he would essentially discard the additional ones. In any case, on the off chance that he neglected to supersize his request, he would need to take a confection break mid-evening and they weren't actually offering them away in the reprieve room candy machines. He would probably require two pieces of candy, which sold for $0.95 each.
We know that expected return is 16%. The standard deviation is 20%. And in addition, the risk-free rate is 4%. Denote with x: expected return, "Y": the risk-free rate and sigma: standard deviation. The reward-to-volatility ratio is(x-y) / (sigma) = (16-4) / 20 = .6
Answer: $35,000
Explanation:
The payments of $1,033.34 at the end of every month is a constant amount which makes it an annuity.
Present value of annuity:
= Annuity * (1 - (1 + rate) ^-no. of periods) / rate
Rate needs to be made a monthly rate:
= 4%/12
= 4/12%
= 1,033.34 * ( 1 - ( 1 + 4/12%) ⁻³⁶/ 4/12%
= $35,000
Purchase price = Down payment + Present value of annuity
= 4,000 + 35,000
= $39,000
Answer:
$995
Explanation:
Net income comprises of the dividends declared and the retained earnings. Dividends and retained earning are obtained from a company's net income. In other words, net come is retained earning plus dividends declared.
Interest paid is an expense that is factored when computing the net income. The common stock account does not relate to the net income.
For Maryland enterprises, net income will be dividend declared plus the change in retained earnings.
i.e., net income =$1,328 +(-333)
=$1,328-333
=$995
