Answer:
See explanation Section
Explanation:
The journal entry to record the purchase of merchandise -
Merchandise Inventory Debit $300
Cash Credit $300
Note: As the perpetual inventory shows the running inventory of cost of goods available for sale. Therefore, every purchase of merchandise will directly debit the merchandise inventory and not the purchase account. Since the company paid immediately, cash decreased.
Answer:
The expected return on the portfolio is:
10.31% ($3,331.40)
Explanation:
a) Data and Calculations:
Portfolio investments: Expected Returns % Expected Returns $
Stock M = $13,400 8.50% $1,139
Stock N = $18,900 11.60% $2,192.40
Total $32,300 10.31% $3,331.40
Total expected returns in percentage is Expected Returns $/Total Investments * 100
= $3,331.40/$32,300 * 100
= 10.31%
b) The expected returns on the portfolio is derived by calculating the expected returns for each investment and summing up. Then dividing the expected portfolio returns by the portfolio investment. This yields 10.31% percentage value.
Answer:
The correct option is D: $8.60
Explanation:
Average fixed cost of Pretty Flowers = $5.40
Average variable costs of Pretty Flowers = $3.20
We are asked to calculate the Average total cost of Pretty Flowers at this current level
Hence:
Average total cost Pretty Flowers = Average fixed cost of Pretty Flowers + Average variable costs of Pretty Flowers
If we substitute the value of these variables in the equation, we get:
Average total cost Pretty Flowers = $5.40 + $3.20 = $8.60
Answer:
About the Lagrangian method,
We can use it to solve both consumer's utility maximization and firm's cost minimization problems.
Explanation:
Lagrangian method is a mathematical strategy for finding the maxima and the minima of a function subject to equality constraints. Equality constraints mean that one or more equations have to be satisfied exactly by the chosen values of the variables. Named after the mathematician, Joseph-Louis Lagrange, the basic idea behind the Lagrangian method is to convert a constrained problem into a Lagrangian function.
Answer:
12.085 %
Explanation:
WACC = Cost of Equity x Weight of Equity + Cost of Preference Stock x Weight of Preference Stock + Cost of Debt x Weight of Debt
Remember to use the after tax cost of debt :
after tax cost of debt = interest x ( 1 - tax rate)
= 8.00 % x (1 - 0.35)
= 5.20 %
therefore,
WACC = 22.00 % x 0.40 + 8.50 % x 0.05 + 5.20 % x 0.55
= 12.085 %
thus
the firm's WACC given a tax rate of 35 percent is 12.085 %
