The consulting engagement document that will be prepared for presentation to the CEO is called a Non-Disclosure Agreement.
<h3>
What is Non-Disclosure Agreement?</h3>
A confidentiality agreement (also known as a nondisclosure agreement or NDA) is a legally enforceable contract in which a person or company pledges to treat specified information as a trade secret and not to reveal the secret to anyone without prior authorization.
<h3>
What is the purpose of an NDA?</h3>
An NDA's main aim is to secure information that will be transferred to another party by agreeing on how that information can and cannot be used.
Learn more about Non-Disclosure Agreement:
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Answer: a. $30,000
b. $21,600; $14,000
c. $5,600
d. 40%
Explanation;
a. When the company is assumed to have no debt and pays its net income entirely as dividends then the Value of the firm's equity is;
= <em>Earnings after taxes / Cost of Equity</em>
Risk free interest rate will be used. The Earnings after taxes are used because taxes have to be taken out to find out the amount due to shareholders for the year.
= 2,500 ( 1 - 40%) / 5%
= 1,500/ 5%
= $30,000
b. If interest is paid then the Value of equity will be;
= <em>Earnings after interest and taxes / Cost of Equity</em>
= (2,500 - interest * ( 1 - tax) ) / Cost of Equity
= (2,500 - 700 * ( 1 - 40%) ) / 5%
= $21,600
Value of debt = Interest/cost of debt
=700/5%
= $14,000
c. The total value of the firm without Leverage has been shown to be $30,000.
The total value of the firm with leverage would be;
= <em>Value of Equity assuming debt + Value of Debt</em>
= 21,600 + 14,00
= $35,600
Difference;
= 35,600 - 30,000
=$5,600
d. Value of debt is $14,000
= (5,600/14,000) * 100%
= 40%
Answer:
The right solution is "1,110,000 units".
Explanation:
Given:
Tax revenue,
= $55500
Tax per good,
= 5 cents
As we know,
⇒ 
By substituting the values, we get


Answer:
$145,038.567
Explanation:
Solution
Let
g = gradient percent (as a decimal in calculations)
i = interest percent (as a decimal in calculations)
n = number of periods
A1 = payment at EOY 1
A1 = $35,000; g = 5%; i = 10%; n = 6
Hence:
P = A1 ( P/ A1, g, i, n ) = 100 [ 1 – ( 1 + 0.05 )^5( 1 + 0.1 )^ –5 ] / ( 0.1 – 0.05 )
= $35000 [ 1 – 1.276815625 * 0.6209213230] / (0.05)
= $35000 [ 0.2071979529] / (0.05)
Therefore the present value or worth of the geometric gradient series is
= $145,038.567