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Answer: Increase in magnitude | Decrease in magnitude
## Explanation For an option-free bond, convexity has the following effects: - **When yields decrease**: The convexity adjustment increases the magnitude of the price change (makes it more positive) - **When yields increase**: The convexity adjustment decreases the magnitude of the price change (makes it less negative) This is because convexity measures the curvature of the price-yield relationship. For option-free bonds, convexity is positive, which means: - Bond prices rise more than predicted by duration alone when yields fall - Bond prices fall less than predicted by duration alone when yields rise Therefore, the correct answer is: - **Decrease in Yield**: Increase in magnitude - **Increase in Yield**: Decrease in magnitude
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For an option-free bond, which of the following are the effects of the convexity adjustment on the magnitude (absolute value) of the approximate bond price change in response to an increase in yield and in response to a decrease in yield, respectively?
A
Increase in magnitude | Decrease in magnitude
B
Increase in magnitude | Increase in magnitude
C
Decrease in magnitude | Decrease in magnitude
D
Decrease in magnitude | Increase in magnitude
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