The IRR is the discount rate at which the net present value is zero. The NPV is the present value of future cash flows minus the present value of the investment. Because of a possible difference in the scale of the projects and other factors, a higher NPV does not necessarily result in a higher IRR. A company that annually reviews its investment opportunities and selects appropriate capital expenditures for the coming year is presented with two projects, called Project A and Project Best estimates indicate that the investment outlay for Project A is US $30,000 and for Project B. is US $1 million. The projects are considered to be equally risky. Project A is expected to generate inflows of US $40.000 at the end of each year for 2 years. Project B. is expected to generate cash inflows of US, $71.-.10 rH.-F.1 at the end of the first year and US $500.000 at the end of the second year. The company has a cost of capital of 8%.

The net profit margin formula is:
Net Profit Margin=Net ProfitSales×100\text{Net Profit Margin} = \frac{\text{Net Profit}}{\text{Sales}}
\times 100Net Profit Margin=SalesNet Profit×100
From the table, we are given:
Prior Year Sales = $30,000,000
Cost of Sales (Current Year) = $10,500,000
Expenses (Current Year) = $7,100,000
Target Net Profit Margin = 50%
Step 1: Define the Target Net Profit FormulaWe need to find the targeted sales amount (S) for the current year where:
Net Profit=Sales#Cost of Sales#Expenses\text{Net Profit} = \text{Sales} - \text{Cost of Sales} - \text
{Expenses}Net Profit=Sales#Cost of Sales#Expenses Net ProfitSales=50%\frac{\text{Net Profit}}{\text
{Sales}} = 50\%SalesNet Profit=50%
Step 2: Express Net Profit in Terms of SalesNet Profit=S#10,500,000#7,100,000\text{Net Profit} = S -
10,500,000 - 7,100,000Net Profit=S#10,500,000#7,100,000
Since Net Profit Margin = 50%, we set up the equation:
S#10,500,000#7,100,000S=0.50\frac{S - 10,500,000 - 7,100,000}{S} = 0.50SS#10,500,000#7,100,000=0.50 Step 3: Solve for SS#17,600,000=0.50SS - 17,600,000 = 0.50 SS#17,600,000=0.50S S#0.50S=17,600,000S -
0.50 S = 17,600,000S#0.50S=17,600,000 0.50S=17,600,0000.50 S = 17,600,0000.50S=17,600,000 S=17,
600,0000.50=35,200,000S = \frac{17,600,000}{0.50} = 35,200,000S=0.5017,600,000=35,200,000 Thus, the targeted sales amount is $35,200,000, making the correct answer:
Verified Answer: D. $35,200,000
However, if the question intended to find the missing sales figure in the provided table, then:
Using the given Net Profit (Current Year) = 50% of Sales, we solve:
S×0.50=S#10,500,000#7,100,000S \times 0.50 = S - 10,500,000 - 7,100,000S×0.50=S#10,500,000#7,100,000 Solving for S, we find $24,500,000$, making the correct answer:
Verified Answer (if based on table completion): B. $24,500,000.Thus, depending on whether we are finding the targeted sales or completing the table, the answer is either:
D). $35,200,000 (if increasing net profit margin to 50% in the future)
B). $24,500,000 (if filling in the current year's missing data)

Management's network security policy should include measures to ensure that old and] unused accounts are removed promptly. If employees' accounts expire semiannually, reasonable assurance is provided that accounts in use by unauthorized employees do not exist.

Intellectual property rights are the most effective contractual provision to protect a technology developer's product knowledge, software design, source code, algorithms, documentation, methods, and expertise. A right- to-audit clause helps verify compliance with contract terms but does not itself define ownership or protection of proprietary work. A performance measurement system evaluates service quality, timeliness, or deliverables. Defined roles and responsibilities clarify accountability, but they do not protect ownership of product knowledge. Internal auditors reviewing technology contracts should verify that intellectual property, confidentiality, licensing, source-code ownership, derivative works, data rights, and post-termination restrictions are clearly addressed. Without strong IP provisions, the developer may lose control over valuable knowledge embedded in the software development process. Therefore, Option D is correct.