The intrinsic value of a bond or any fixed income security is ______ the present value of the expected cash flows.
equal to
Understanding Bond Intrinsic Value and Present Value
The intrinsic value of a bond or any fixed income security is a fundamental concept in finance. It represents the true, underlying value of the investment based on its expected future cash flows. To determine this value, we use the concept of present value.
What is Intrinsic Value?
The intrinsic value of an asset, including a bond, is its perceived or calculated value, which may or may not be the same as its current market price. For bonds, the intrinsic value is determined by the stream of cash flows the bond is expected to generate over its life.
What are the Expected Cash Flows of a Bond?
A typical bond provides two types of cash flows to the holder:
- Coupon Payments: Periodic interest payments made by the issuer to the bondholder.
- Face Value (Principal): The lump-sum amount repaid to the bondholder at the bond's maturity date.
Calculating the Intrinsic Value using Present Value
The value of money changes over time due to factors like inflation and the opportunity cost of investing. A dollar received in the future is worth less than a dollar received today. Therefore, to find the intrinsic value of a bond today, we need to discount all its future expected cash flows back to their present value.
The intrinsic value is calculated as the sum of the present values of all future coupon payments and the present value of the face value repayment at maturity. The discount rate used in this calculation is typically the investor's required rate of return or the market yield to maturity for bonds of similar risk.
Mathematically, the intrinsic value (V) of a bond can be represented as:
\( V = \sum_{t=1}^{n} \frac{C}{(1+r)^t} + \frac{FV}{(1+r)^n} \)
Where:
- \(C\) = Periodic Coupon Payment
- \(FV\) = Face Value of the bond
- \(r\) = Required rate of return or yield to maturity
- \(t\) = Time period
- \(n\) = Total number of periods until maturity
This formula shows that the intrinsic value is literally the summation of the present values of all future cash flows.
Relationship between Intrinsic Value and Present Value
Based on the definition and calculation method, the intrinsic value of a bond is, by definition, the sum of the present values of its expected future cash flows (coupon payments and face value). Therefore, the intrinsic value is equal to the present value of the expected cash flows.
Comparing this understanding with the given options:
- more than the present value of the expected cash flows
- equal to the present value of the expected cash flows
- less than the present value of the expected cash flows
- not related to the present value of the expected cash flows
The definition of intrinsic value in finance, particularly for fixed income securities like bonds, is explicitly the discounted value of its future cash flow stream, which is the present value of those cash flows.
The correct answer is that the intrinsic value is equal to the present value of the expected cash flows.
Important Questions from Corporate Accounting
Acquisition of firms is the same as:
(a) a merger
(b) an amalgamation
(c) a takeover
(d) an absorption
Select the correct code.
A concept given for diversified corporations which advocates (a) What businesses should a diversified corporation own and why; and (b) What organizational structure, management processes, and philosophy will foster superior performance from the corporation’s individual business units, is known as:
A letter of acceptance sufficiently stamped and duly addressed is put into the course of transmission. There is a _______.
An agent is personally liable to third parties in which of the following situations?
A. If an agent acts for an undisclosed Principal
B. Trade usage and customs make the agent personally liable
C. If an agent signs a contract in the Principal's name
D. If an agent acts for the named Principal
E. If an agent works for a foreign Principal.
Choose the correct answer from the options given below:
An approach to corporate strategy in which top management views its product lines and business units as a series of investments from which it expects a profitable return is called ________
