Intermediate

Practice Drills: Pricing an Option Using Black Scholes in Python

A drill-heavy course for quant analyst aspirants, prop trading applicants and systematizing traders who understand the Black-Scholes formula on paper but have never turned it into code they would trust with a real position. Every lesson is a worked exercise on a Nifty index option: you pull the inputs off the NSE option chain, calculate d1 and d2 by hand, write and test call and put functions, vectorise them across the whole chain, code and verify the Greeks, solve for implied volatility, harden the pricer against the inputs that break it, and compare your model prices with what the market is actually quoting. The course ends with a capstone where you build, test and report a pricer for a monthly Nifty expiry, the kind of exercise interviewers at prop desks and quant funds hand you on a laptop.

Black-ScholesOption PricingOption GreeksImplied VolatilityNifty OptionsPython for Quant Finance
MODULES
5
DURATION
~3 hrs
TRACK
Python for Finance

What You'll Master

Turn a row of the NSE Nifty option chain into the six inputs a Black-Scholes pricer needs
Compute d1, d2 and N(d) by hand, then reproduce the same numbers in Python
Write tested Black-Scholes call and put functions from scratch with NumPy and SciPy
Prove your pricer is right with put-call parity and known reference values
Vectorise the pricer to value an entire Nifty option chain in one call
Code delta, gamma, vega, theta and rho, and verify each one with finite differences
Back out implied volatility from a market premium with Newton-Raphson and Brent's method
Handle the edge cases that break a naive pricer: expiry day, near-zero volatility and deep out-of-the-money strikes
Build, test and report a Black-Scholes pricer for a monthly Nifty expiry end to end
Access Level
LEARNER
Everything included
Full Text Playbooks
Actionable Exercises
Mobile Reading Mode
Lifetime Updates

Curriculum Breakdown