Bond
Definition
A bond is a fixed-income security that represents a loan made by an investor to a borrower (typically a corporation or government). The issuer agrees to pay back the principal (face value) on a specified maturity date and typically makes periodic interest payments (coupons) until then.
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Origins
The bond market has roots in ancient Mesopotamia, but the modern bond market began in the 17th century with government bonds (e.g., Englandâs consols). The U.S. Treasury issued bonds to finance wars, while corporate bonds gained popularity with the expansion of railroads in the 19th century.
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Usage
Industry Applications:
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Governments â Finance public projects or budget deficits (e.g., Treasury bonds).
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Corporations â Raise capital for operations, M&A, or refinancing debt.
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Banks/Insurance â Use bonds for liquidity and capital reserve requirements.
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Investors â Seek regular income, capital preservation, or portfolio diversification.
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Pension Funds â Match future liabilities using bond duration strategies.
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How Bond Works
A bond has the following components:
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Face Value (Par Value) â Amount repaid at maturity, typically $1,000.
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Coupon Rate â Fixed or floating annual interest rate.
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Coupon Payment â Periodic interest (usually semiannual).
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Maturity â Date when the face value is repaid.
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Yield â Return based on market price and cash flows.
Bond prices are inversely related to interest rates:
đ Rates â â Bond Prices â
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Key Takeaways
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Bonds are debt instruments, not ownership.
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Offer predictable income and capital repayment.
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Used for capital raising, risk management, and asset allocation.
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Vary by issuer type, credit quality, and structure.
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Types & Variations of Bond.
Type | Description |
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Government Bonds | Issued by national governments (e.g., U.S. Treasuries, Gilts). |
Municipal Bonds | Issued by states/cities; interest often tax-free. |
Corporate Bonds | Issued by companies; higher yields, higher risk. |
Convertible Bonds | Can be converted to equity. |
Zero-Coupon Bonds | No coupons; sold at a discount, repay face at maturity. |
Callable Bonds | Issuer can repay early. |
Inflation-Protected | Linked to inflation index (e.g., TIPS). |
Green Bonds | Used for environmentally beneficial projects. |
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Context in Financial Modeling
In modeling:
Bonds are included in capital structure and interest expense projections.
Debt schedules track interest payments, amortization, and maturities.
Bond cash flows are discounted to determine Net Present Value (NPV).
Yield Curve Analysis and duration/convexity modeling inform risk management and ALM (Asset-Liability Matching).
Used in WACC (Weighted Average Cost of Capital) and DCF Valuation.
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Nuances & Complexities
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Credit Risk â Default risk measured via ratings (e.g., Moodyâs, S&P).
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Interest Rate Risk â Longer durations are more sensitive to rate changes.
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Liquidity Risk â Some bonds trade infrequently.
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Call/Prepayment Risk â Early redemption affects expected returns.
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Tax Treatment â Municipal bonds may be tax-exempt; corporate bond interest is taxable.
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Mathematical Formulas
1. Bond Price (Present Value of Cash Flows):
Where:
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= Coupon payment
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= Discount rate / Yield
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= Face value
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= Number of periods
2. Yield to Maturity (YTM):
The interest rate that equates present value of future cash flows to current price (solved via iteration).
3. Current Yield:
4. Duration & Convexity:
Measures of interest rate sensitivity.
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Related Terms
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Fixed Income
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Coupon Rate
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Yield Curve
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Duration
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Credit Rating
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Bond Covenant
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WACC
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Leverage Ratio
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Real-World Applications
1. Portfolio Management
Institutional investors use bonds to stabilize portfolios, especially in a 60/40 equity-bond allocation model.
2. LBO (Leveraged Buyout) Financing
Private equity firms issue high-yield bonds (junk bonds) to finance acquisitions.
3. Central Bank Operations
The Federal Reserve uses Treasury bond purchases and sales to influence interest rates and liquidity (e.g., QE).
4. Project Financing
Governments issue municipal bonds to fund infrastructure projects (roads, hospitals, schools).
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References & Sources
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