Answer:
4. free-market economy
Explanation:
Free-market economy -
A free market refers to the economic system which depends on the demand and supply , where the control of government is nil , is referred to as free - market economy.
It helps to provide all the voluntary exchange occurring in the economy.
The range of the free market economy of a particular country , is present in between very large or completely black market.
Hence, from the given statement of the question,
The correct term is free - market economy.
Answer:
The answer is that the net income under absorption costing would be higher than the net income under variable costing.
Explanation:
Absorption costing and variable costing are terms used in accounting contexts. Absorption costing, also known as full costing, incurs overhead costs when the product is sold; not before it. Variable costing, also referred to as direct costing, would include overhead costs during the period the costs occurred. In this condition, net income would be higher using absorption since overhead costs would not be included until the product is sold.
Answer:
$240,885.11
Explanation:
The formula to be used is = annual payment x annuity factor
Annuity factor = {[(1+r) ^N ] - 1} / r
R = interest rate = 8.2 percent
N = number of years = 25
[(1.082^25) - 1 ] / 0.082 = 75.276598
75.276598 x $3,200 = $240,885.11
I hope my answer helps you
Answer:
<u>Prize is $22,071.39 worth today</u>
Explanation:
Present value of Annuity = A*[(1-(1+r)^-n)/r]
A - Annuity payment = 500
r - rate per period = 6/12 = .5%
n - no. of periods = 50
Present value of Annuity = 500*[(1-(1.005)^-50)/.005]
= 500*[(1-0.77928606825)/.005]
= 500*44.14278635
= $22,071.39
Answer:
Expected return on equity is 11.33%
Explanation:
Using Weighted Average Cost Capital without tax formula, overall rate of return is given by the formula:
WACC=(Ke*E/V)+(Kd*D/V)
Kd is the cost of debt at 6%
Ke is the cost of equity at 12%
D/E=1/2 which means debt is 1 and equity is 2
D/V=debt/debt+equity=1/1+2=1/3
E/V=equity/debt+equity=2/1+2=2/3
WACC=(12%*2/3)+(6%*1/3)
WACC=10%
If the firm reduces debt-equity ratio to 1/3,1 is for debt 3 is for equity
D/V=debt/debt+equity=1/1+3=1/4
E/V=equity/debt+equity=3/1+3=3/4
WACC=10%
10%=(Ke*3/4)+(6%*1/4)
10%=(Ke*3/4)+1.5%
10%-1.5%=Ke*3/4
8.5%=Ke*3/4
8.5%=3Ke/4
8.5%*4=3 Ke
34%=3 Ke
Ke=34%/3
Ke=11.33%