Answer:
d. decrease the firm's WACC.
Explanation:
As per WACC formula
WACC = ( Weight of Common Equity x Cost of Common Equity ) + ( Weight of Common Debt x Cost of Common Debt x ( 1 - Tax rate ) ) + ( Weight of Preferred Equity x Cost of Preferred Equity )
By assuming the values to prove the answer
Weights
Common equity = 55%
Preferred Equity = 15%
Debt = 30%
Costs
Common equity = 15%
Preferred Equity = 8%
Debt = 12%
Tax rate is 15%
Placing values in the formula
WACC = ( 55% x 15% ) + ( 30% x 12% x ( 1 - 15% ) ) + ( 15% x 8% )
WACC = 8.25% + 3.06% + 1.2% = 12.51%
Keeping others values constant, Now increase the Tax rate to 25% and placing vlaues in the formula
WACC = ( 55% x 15% ) + ( 30% x 12% x ( 1 - 25% ) ) + ( 15% x 8% )
WACC = 8.25% + 2.7 + 1.2% = 12.15%
Hence the WACC is decreased from 12.51% to 12.15% when the tax rate is increased from 15% to 25% keeping other values constant.
Answer:
see below
Explanation:
Revenue is the money a business receives by engaging in its normal trading activities. It is the money paid to the business for selling goods or services to clients. For a business to be profitable, its revenues must exceed expenses.
If the business owner has revenue of $2000 and is finding it difficult to stay in business, it means the expenses are almost or more than $2000. Revenue, as stated, is generated from sales. Expenses refer to the costs incurred in generating revenue. They include the cost of materials, rent, wages, and all other business-related expenses.
When the expenses are more than revenue, the business suffers losses. This business owner is probably incurring losses; that's why they have a challenge in staying open.
The cycle time of this process for the firm is 2.89.
<h3>What is a Cycle Time?</h3>
This refers to the average time between the start of production of one unit and the start of production of the next unit of production
Cycle Time = Net time available to work / Customer demand
Cycle Time = 1.1 + 1.5 / 0.9
Cycle Time = 2.88888888889
Cycle Time = 2.89.
Therefore, the cycle time of this process for the firm is 2.89.
Read more about cycle time
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Somebody whose job is to provide analytics or research should always be someone who is very good at quantitative analysis. They should be good with math and numbers, because their job is to analyze a business. The same goes for research. A good researcher is good at math because they have to analyze large datasets. This person would also be pretty detail-oriented because they need to make sure that they are not making small mistakes, as small mistakes could result in poor decisions that come out of their analysis.
Does that make sense?
