Lesson
Rho rate risk | Options Educator
Learn how rate shifts tilt call and put pricing over long horizons.
What you'll practice
- Rates rise by 1 point. Predict which way each price moves: the call (option A) and the put (option B).
- Shorten the call (option A) toward a month to expiry, until its rho per 1% is about $0.040, within $0.010.
In this lesson
Rho: The Rate Risk Greek
- Rho tracks sensitivity to interest rates
- Calls benefit from rising rates
- Puts lose value when rates rise
- Rho is quoted per share for a 1-point rate move
When Rho Matters
- Rho matters most on long-dated options
- Rate spikes can move option prices
- Calls gain, puts lose when rates rise
- Rho is a secondary Greek but still matters
Using Rho in Practice
- Position rho = contracts × 100 × rho per share
- A long call and a long put at the same strike nearly cancel each other's rho
- Estimate the move with rho, then reprice the option for a large rate change
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