5
Concepts
5
Formulas
1
Decisions
4
Quiz Questions
5 concepts covered in this module.
Measure of bond price sensitivity to yield changes. Higher duration = more price volatility. Approximate % price change for 1% yield change.
Weighted average time to receive cash flows. In years. Duration of zero-coupon = maturity.
ModDur = MacDur / (1 + y/m). ΔP/P ≈ -ModDur × Δy. Direct measure of price sensitivity.
Curvature of price-yield relationship. Duration is linear approximation; convexity corrects for non-linearity. Positive convexity: good for investor.
Higher for: longer maturity, lower coupon, lower yield. Portfolio duration = weighted average of bond durations.
5 essential formulas for this module.
Where: y = YTM, m = compounding periods per year
Where: First-order approximation
Where: More accurate with convexity adjustment
Where: Used for bonds with embedded options
Where: Curvature correction
1 decision frameworks to guide your analysis.
Visual overview of how concepts connect in this module.
This module has 11 flashcards and 4 quiz questions to test your knowledge.
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