Explanation

NPV calculation requires initial investment, future cash inflows, and discount rate, but not annual profit margin.

Profit margin is a ratio used to evaluate profitability, but it's not a direct input in the NPV formula.

Explanation

A project with a positive NPV may be rejected due to high initial investment or better alternative projects with higher NPVs.

If other projects have higher NPVs, they may be preferred.

Explanation

Inflation decreases NPV by reducing the present value of future cash flows.

As the purchasing power of money earned in the future is eroded by inflation.

This means that the value of future cash flows is lower in real terms, leading to a lower NPV.

Explanation

The present value factor for year 1 at a 10% discount rate is 1 / (1 + 0.10) = 1 / 1.10 = 0.91.

This means that $1 received one year from now is worth $0.91 today, assuming a 10% discount rate.

Explanation

Future cash flows are discounted in NPV calculations to their present value using a discount rate.

It accounting for time value and risk.

Explanation

A higher NPV indicates higher profitability.

It means that the project is expected to generate more value or returns than its costs.

This making it a more attractive investment opportunity.

Explanation

NPV is not directly affected by the depreciation method.

As it focuses on cash inflows and outflows, not accounting profits or losses.

Explanation

NPV is considered superior to the payback period method.

Because it considers the time value of money, unlike payback period.

It ignores the timing and value of future cash flows.

Explanation

NPV equal to initial investment means breakeven point.

It expected returns equal costs, neither profitable nor loss-making.

It indicating a marginal project that may not be worth pursuing.

Explanation

If the discount rate increases, NPV decreases.

As higher discount rates reduce the present value of future cash flows.

This making the investment less valuable due to higher opportunity cost or risk.