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.
Answer:
Imports is 50.
Current account balance is -30.
Total savings is 30.
After tax reduction total savings is 10.
Explanation:
GNP is given as 100.
The consumption expenditure is 70.
The investment expenditure is 40.
The government spending is 20.
The exports are given as 20.
GNP = C + I + G + EX - IM
100 = 70 + 40 + 20 + 20 - IM
100 = 150 - IM
IM = 50
The current account balance is the difference between exports and imports.
Current account balance
= EX - IM
= 20 - 50
= -30
Total savings in the economy is the difference between disposable income and consumption.
Total savings
= Y - C
= 100 - 70
= 30
In case government reduces taxes, the private saving will increase while the public saving will decrease.
Private saving
= Y - T - C
= 100 - 10 - 70
=20
Public saving
= T - G
= 10-20
= -10
Total saving
= Private saving + Public saving
= 20 + (-10)
= 20 - 10
= 10
Answer:
30,000 units
Explanation:
we can use the economic order quantity formula:
EOQ = √(2SD/H)
where:
- S = order cost (per purchase order) ≈ production run cost = $900
- D = demand in units (annual basis) ≈ production requirement = 1,500,000 units
- H = holding costs (per unit, per year) = $3 per item, per year
EOQ = √[(2 x $900 x 1,500,000) / $3] = 30,000 units
Answer:
$353,800
Explanation:
Working Capital = Current Assets - Current Liabilities
where,
CA = $146000 + $189000 + $155000 + $94800 = $584,800
CL = $206000 + $25000 = $231,000
therefore,
Working Capital = $584,800 - $231,000 = $353,800
If the firm can increase its profit by increasing its output then the firm is not producing at where the marginal cost is equal to the marginal revenue. A profit-maximizing firm in a competitive market will produce its output at the point in which MC=MR.