Complete Question:
Coffee Carts has a cost of equity of 15.5%, has an effective cost of debt of 3.9%, and is financed 75% with equity and 25% with debt. What is the firm's WACC?
Answer:
The firm's WACC is:
= (0.75 * 0.155) + (0.25 * 0.039)
= 0.11625 + 0.00975
= 0.126
= 12.6%
Explanation:
CoffeeCarts Company's WACC (Weighted Average Cost of Capital) is the average rate that the company is expected to pay to all its security holders (stockholders and debt holders) who financed its assets. We can calculate CoffeeCarts' WACC by multiplying the cost of each capital source (equity and debt) by its relevant weight, and then adding the products together. The weight is the proportional percentage of each class of finance source to the whole.
Answer:
The correct answer is letter "E": establish a separate Work-in-Process Inventory account for each manufacturing department.
Explanation:
Process-cost accounting is an approach used to assign costs of processes per department on direct materials, direct labor, and factory overhead. In such cases, conversion and prime costs are allocated to each department's manufacturing process to value the inventory of final goods.
Thus, <em>the Work-In-Progress (WIP) Inventory is also assigned according to the manufacturing processes of each department.</em>
The type of taxation this table represents is option B Progressive Tax.
What are the type of Taxation?
There are mainly four types of Taxes, these are Regressive, progressive, Indirect, and Proportional. In the given question, the Progressive Taxation system is represented.
A Progressive Taxation system is one where companies which have lower income have lower tax rate in comparison to big companies. In the given question, the company which have the lowest income is giving 10% of total income, while the largest company is giving 20% of their income.
Learn More about Taxation System here:
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What are the answer choices?
The weight of Mr. Gerber and the plank is
660 + 40 = 700 N
To remain in equilibrium, the total weight should act at the center of mass of the plank, as shown in the figure.
Assume that the mass of the plank is uniformly distributed along its length.
The tension in each cable is T, therefore
2T = 700
T = 350 N
Answer: 350 N
