Match List I with List II LIST I (Investment Decision rule) LIST II (Feature) Choose the correct answer from the options given below:A. NPV I. Insufficiently consistent B. Payback II. Highly Inflexible C. Cash Returns III. Balance between flexibility and consistency D. Accounting Returns IV. Relatively consistent
A - III, B - II, C - IV, D - I
Match Investment Decision Rules with Features
Understanding investment decision rules is crucial in finance for evaluating potential projects. Different rules have varying strengths and weaknesses, leading to different features like consistency, flexibility, and how they handle time and cash flows. This question asks us to match common investment decision rules with their characteristics.
Let's examine each investment decision rule and its likely feature:
Understanding the Investment Decision Rules
- A. NPV (Net Present Value): This method calculates the present value of expected future cash inflows and outflows, discounted at the required rate of return, and subtracts the initial investment. It considers the time value of money and all cash flows over the project's life. The decision rule is to accept projects with a positive NPV.
- B. Payback: This rule determines the time it takes for a project's cumulative cash inflows to equal the initial investment. It is simple to calculate but ignores cash flows beyond the payback period and the time value of money.
- C. Cash Returns: This generally refers to investment appraisal methods that focus on cash flows rather than accounting profits and often consider the time value of money. Examples include Internal Rate of Return (IRR) and Profitability Index, as well as NPV itself.
- D. Accounting Returns: This refers to methods that use accounting profit, such as the Accounting Rate of Return (ARR). It calculates the average annual accounting profit as a percentage of the investment. It ignores the time value of money and uses accrual-based accounting figures rather than actual cash flows.
Analyzing the Features
- I. Insufficiently consistent: A rule is insufficiently consistent if it does not reliably lead to decisions that maximize shareholder wealth or if its outcome can be easily manipulated by accounting choices.
- II. Highly Inflexible: A rule is highly inflexible if its application is rigid and it fails to consider important aspects of a project, or if it's not easily adaptable to different project structures or cash flow patterns.
- III. Balance between flexibility and consistency: A rule that offers both reliability in decision-making and adaptability to various project scenarios or conditions.
- IV. Relatively consistent: A rule that generally provides reliable outcomes for investment decisions, especially when compared to simpler or less theoretically sound methods.
Matching Investment Decision Rules with Features
Let's match the investment decision rules from List I with the features from List II based on their characteristics:
- A. NPV (Net Present Value) matches with III. Balance between flexibility and consistency. NPV is considered a very consistent method as it aligns with wealth maximization. It is also quite flexible as it can handle complex cash flow patterns, varying discount rates, and different project sizes and durations. This suggests it strikes a good balance between being a reliable rule and being adaptable.
- B. Payback matches with II. Highly Inflexible. The Payback rule only focuses on the time required to recover the initial investment. It is inflexible because it completely ignores cash flows that occur after the payback period and does not consider the time value of money. It is a rigid criterion based solely on liquidity.
- C. Cash Returns matches with IV. Relatively consistent. Investment rules based on cash flows and the time value of money (like NPV, IRR) are generally considered relatively consistent methods for evaluating projects and making decisions aligned with increasing value, especially when compared to methods based on accounting profits.
- D. Accounting Returns matches with I. Insufficiently consistent. Methods based on accounting profit, such as ARR, are considered insufficiently consistent. This is because accounting profit is influenced by accounting policies (like depreciation methods), does not represent actual cash flow, and the method ignores the time value of money, leading to potential decisions that are not optimal for maximizing value.
Summary of Matches
| List I (Investment Decision rule) | List II (Feature) |
|---|---|
| A. NPV | III. Balance between flexibility and consistency |
| B. Payback | II. Highly Inflexible |
| C. Cash Returns | IV. Relatively consistent |
| D. Accounting Returns | I. Insufficiently consistent |
Based on these matches, the correct combination is A - III, B - II, C - IV, D - I.
Revision Table: Investment Decision Rules
| Investment Decision Rule | Key Feature | Brief Description |
|---|---|---|
| NPV (Net Present Value) | Balance between flexibility and consistency | Considers time value of money, all cash flows; consistent with wealth maximization, adaptable. |
| Payback | Highly Inflexible | Time to recover investment; ignores post-payback cash flows and time value of money; rigid. |
| Cash Returns | Relatively consistent | Focuses on cash flows, often includes time value; generally reliable. |
| Accounting Returns (e.g., ARR) | Insufficiently consistent | Uses accounting profit, ignores time value; influenced by accounting policies, not cash flows. |
Additional Information: Investment Appraisal
Investment appraisal methods are vital tools in capital budgeting, helping companies decide which projects to pursue. While NPV is theoretically superior, other methods like Payback offer insights into liquidity and risk (faster payback can mean lower risk). The Internal Rate of Return (IRR) is another cash-based method related to Cash Returns, representing the discount rate at which the project's NPV is zero. It is also generally considered consistent but can face issues with non-conventional cash flows or when comparing mutually exclusive projects.
Accounting Rate of Return (ARR), falling under Accounting Returns, is often criticized for using accounting profits instead of cash flows and ignoring the time value of money. This can lead to suboptimal investment decisions compared to methods like NPV or IRR. Companies often use a combination of these methods to get a more complete picture of a project's financial viability and risk.
Important Questions from Capital Budgeting
A firm is currently earning Rs. 50,000 and its one share has a present market value of Rs. 175. It has 5,000 shares outstanding. The earnings of the firm is expected to remain stable and it has a payout ratio of 100%. The cost of equity is:
With project cost of ₹300 lacs, profits after depreciation (straight line method) and tax for its lifetime of 5 years are estimated at ₹10 lacs, ₹10 lacs, ₹30 lacs, ₹40 lacs and ₹50 lacs respectively. The cost of capital is 12% and discount factors @ 12%, for the first five years are 0.89, 0.80, 0.71, 0.64 and 0.57 respectively. The Net present value of project is :
If the Net Present Value (NPV) of an investment proposal is positive, what conclusions can be drawn?
A. The investment generated present value of cashflows exceed cost of investment
B. The discount rate used is less than the investments estimated return
C. The discount rate used equals the minimum return required by the investors
D. The investment generated present value of cashflows equals the cost of investment
E. The investment's Internal Rate of Return (IRR) exceeds the Cost of Capital
Choose the correct answer from the options given below:
Arrange (in descending order) the following present value of a growing perpetuity which makes first payment of Rs. 3,000 in next year.
A. Present value at 8% growth and 10% discount rate.
B. Present value at 3% growth and 9% discount rate.
C. Present value at 6% growth and 11% discount rate.
D. Present value at 5% growth and 6% discount rate.
E. Present value at 1% growth and 4% discount rate.
Choose the correct answer from the options given below
In which method of capital budgeting, cash flows are re-invested at the required rate of return?
