Black Scholes-N(d1)

Can someone explain that after calculating d1 and d2 from formulas how do we calculate N(d1) and N(d2)? Will N(d1) and N(d2) be given on the exam? Thanks.

I don’t think we need to know how to calculate the components of BSM for the exam

I didn’t know that? What do we need to know about BSM?

I skip that one

ksn Wrote: ------------------------------------------------------- > I didn’t know that? What do we need to know about > BSM? The assumptions and the 5 inputs you need for the model along with their effect on option value Volatility Strike Price Rf current price time to expiration

Nd1 and Nd2 are just deltas for calls and put respectively. AKA, change in the price of call/put over changes in price of underlying. you need to know how to calculate them because there are questions asking you about dynamic hedging for your current stock/option position. dynamic hedging = big part in derivatives too…

N(d1) and N(d2) are standard normal probabilities. See appendix in volume 1.

I dunno about Nd2, but I know this: delta for a call = Nd1 delta for a put = Nd1 - 1 to have a perfectly hedged portfolio, for every unit of stock you own, you must sell: 1/(Nd1) call options 1/(Nd - 1) put options