Explanation:
The Journal entry is given below :-
Bonds payable $2,000,000
To common stock $1,000,000
To Discount on common stock $30,000
To Paid in capital $970,000
The calculation of bonds payable, common stock is below:-
For bonds payable
= 2,000 × $1,000
= $2,000,000
For common stock
= 2,000 × 50 × $10
= $1,000,000
For paid in capital
= $2,000,000 - ($1,000,000 - $30,000)
= $970,000
Answer:
D. Trojan Horse, nice to know some computer lab info of mine didn't go to waste
Explanation:
Answer:
a) 12.87%
b) 11.03%
Explanation:
EBIT with no debt = $111,000
net income = $111,000 x (1 - 22%) = $86,580
total value of the firm with no debt = $86,580 / 12% = $721,500
value of the firm after debt is taken = $721,500 + ($165,000 x 22%) = $757,800
debt to equity ratio after debt is taken = $165,000 / ($757,800 - $165,000) = 27.834%
new cost of equity (Re) = 12% + [(12% - 8%) x 27.834% x (1 - 22%)] = 12.87%
WACC = (0.72166 x 12.87%) + (0.27834 x 8% x 0.78) = 9.288% + 1.737% = 11.025$ = 11.03%
Answer:
Explanation:
- Given the equation ; Qxd = 10,000 − 4PX + 5PY + 2M + AX
- where PX is the price of X = $50
- PY is the price of good Y = $100
- and AX is the amount of advertising on X = 1,000 units
a) Calculate the quantity demanded of good X ; Plugging all the values into the equation ;
= 10,000 − 4(50) + 5(100) + 2(25,000) + 1000
Qxd = 61,300units
b) Calculate the own price elasticity of demand for good ;
= d(Qxd)/dpx X px/Qxd = -4 x 50/61,300
= 0.0033. hence he demand for goods is inelastic
c) l will surely recommend lowering the price as this is evident from the value of the price elasticity of demand which is negative as such an increase in the price of their goods will give rise to total loss
d ) cross-price elasticity between goods X and Y = %change in quantity/ %change in price
e) Calculate the income elasticity of good X. Is good X normal or an inferior good? = dQ/dM X M/Q = 2(25000) /61300
= 0.82.
Yes! Good X is a normal goods since the value of the income elasticity is positive.
Answer:
concept maps work because they <u>visually demonstrate relationships</u>
