Answer: False
Explanation:
The contract is such that Molly agreed to bring bracelets if Jean would pay for said bracelets.
The terms of the contract therefore are that Jean would pay and Molly would deliver. Jean then calls Molly and says that they will be unable to pay which means that they are not going to be able to hold up their responsibilities in the contract.
Molly has the right to then cancel the contract because the other party will not be able to perform their obligations and face no repercussion for it.
Answer:
$373.4
Explanation:
The cost of goods sold are the costs associated with the carrying value of the goods that were sold. In other words, it refers to the costs of the merchandise, the direct labor, the direct materials, and any other type of allocated overhead to the good.
When the cost of goods sold is substracted for sales revenue, we obtained the gross profits. Therefore, to find the answer, we simply write the following equation and solve:
Sales Revenue - Cost of Goods Sold = Gross Profits
500.3 - X = 126.9
500.3 - X - 500.3 = 126.9 - 500.3
-X = -373.4
Dividing each side by -1 we finally obtain:
X = 373.4
Answer:
Since the NPV is positive, it is a profitable investment.
Explanation:
Solution
Given that:
The initial investment of $100 would be considered as an outflow.
The inflow for the next three years will be =$50
The discount rate r = 0.2
To find or determine the probability of the investment, discount the future of outflows and inflows. the following formula is applied or used to find the present value of inflows
PV = FV/(1 + r )^k
Where
PV = present value
FV =future value
r = discount rate
k = time period
Now,
For k =1
PV = 50/(1 + 0.2)
=$41.67
So,
PV for k = 2 is $34.72 and for k =3 is $28.94
Thus,
The net present value can be calculated by the difference between the outflows and total inflows
NPV =$100- ($41.67 + $34.72 + $28.94)
=$5.33
Answer:
$21.37
Explanation:
g = -5.4%
D0 = $3.93
D1 = D0 (1+g)
D1 = 3.93*(1-0.054)
D1 = 3.93*0.946
D1 = 3.71778
Investors require a return (ke) of 12%
P0 = D1/(ke - g)
P0 = 3.71778 / (12% - (-5.4%)
P0 = 3.71778 / (12% + 5.4%)
P0 = 3.71778 / 17.4%
P0 = 3.71778 / 0.174
P0 = 21.3665517
P0 = $21.37
So, the expected price of the stock next year is $21.37.
The cost of equity is calculated as -
Cost of equity = Expected dividend / Current price + Growth rate
Expected dividend = Current dividend * ( 1 + growth rate)
Expected dividend = $ 2.40 * ( 1 + 5.5%) = $ 2.532
Current price = $ 52
Growth rate = 5.5 %
Cost of equity = ($ 2.532 / $ 52) + 5.5 %
Cost of equity = 10.37 %
