Based on the information given what should he do is: Make a request to fill out a new W-4 from his employer.
<h3>What is a W-4 form?</h3>
A W-4 form is a tax which an employee fill so as to enable the employer knows the amount of tax that should be withhold from their employees bank check that was given to the employee by the employer.
Since he already filled out a W-4 when he was first hired and he just got married he should request to fill out a new W-4 from his employer.
Filling out a new W-4 from his employer will enable the employer knows how much that that he should be withhold reason being that the W-4 will show Miguel tax situation to the employer.
Inconclusion what should he do is: Make a request to fill out a new W-4 from his employer.
Learn more about W-4 form here:brainly.com/question/15507745
A firm has a debt-equity ratio of 1, a cost of equity of 16 percent, and a cost of debt of 8 percent. if there are no taxes or other imperfections, what is its unlevered cost of equity? 8%.
<h3>What do you mean debt/equity ratio?</h3>
- The debt-equity ratio serves as a gauge for how equally creditors and owners or shareholders contributed to the capital used by the company. The debt-equity ratio is the simple ratio of the company's long-term debt and equity capital.
- The debt-to-equity (D/E) ratio, which measures a company's financial leverage, is determined by dividing all of its obligations by its shareholders' value.
- Your "debt ratio" is determined by dividing your income by all of your debts. The banks are interested in this. A debt-to-income ratio of around 30% is ideal. 40% and above is crucial. You might not get a loan from a lender.
- The debt-to-equity (D/E) ratio displays the level of debt held by a corporation. Lenders and investors view a high D/E ratio as dangerous since it implies that the company is funding a sizable portion of its prospective growth through borrowing.
What is its unlevered cost of equity?
Levered cost of equity = 16%
Since Debit Equity ratio is 1, Weight of Equity as well as Weight of Debt will be .50 (i.e. Debt 50% and Equity 50%)
Unlevered Cost of Equity = 16% *(0.5÷ 0.5+0.5)
= 16% * (0.5 ÷ 1)
=8%
A firm has a debt-equity ratio of 1, a cost of equity of 16 percent, and a cost of debt of 8 percent. if there are no taxes or other imperfections, what is its unlevered cost of equity? 8%.
To learn more about debt-equity ratio, refer to:
brainly.com/question/26354272
#SPJ4
Answer:
The options for this question are the following:
A. faulty expression
B. information overload
C. selective perception
D. filtering
E. jargon
The correct answer is B. information overload
.
Explanation:
Information overload is a term coined in 1970 by Alvin Toffler, an American writer and scientist whose work focuses on the changes that occur in society as a result of certain technological advances. Information overload occurs when you are faced with more information than you are capable of processing and, as a consequence, you either postpone some of the decisions you have to make or you make wrong decisions.
In the current Information Age, practically everyone has access to the Internet, the sending of emails has exponential growth every year and social networks have opened new channels of communication. The cost of storing and duplicating information tends to zero, which means that each time our computers have higher capacity hard drives that, in any case, we did not take long to fill with a multitude of videos, e-books, music, photographs, etc.
Answer:
The question is incomplete; Calculate the price elasticity of demand
The answer is -2 showing that the Price Elasticity of Demand for the good in question is highly elastic.
Explanation:
Price Elasticity of Demand = percent change in quantity / percent change in price
percent change in quantity = {Q
2
−
Q
1
/ [(
Q
2
+
Q
1
)
÷
2]}
×
100
percent change in price = {P
2
− P1
/ [(
P
2
+ P1
)
÷
2]}
×
100
percent change in quantity= {25
−
20/ [(25
+20)
÷
2]}
×
100= 22.2%
percent change in price = {8-10 / [(
8+10)
÷
2]}
×
100 = -11.11%
Price Elasticity of Demand = 22.2% / -11.11%= <u>-2</u>