How to find the term independent of x in the expansion

Compare the x terms and equate it to x to the power of zero which is the term independent of x. Extract the powers of x and find the value of r. Since the value of r is a fraction, there is no term in the expansion the has the coefficient of x0 (independent of x).
The binomial option pricing model is a risk-free method for estimating the value of path-dependent alternatives. With this model, investors can determine how likely they are to buy or sell at a given price in the future.
Subscribe to the channel here: / @iqinitiative
Facebook: www.facebook.c...
Tweeter: IQ...

[@Asphalt_GO]

U saved my Life Bro. Big shout from GHANA

[@twd_Wyfy]

This was very helpful. Thank you

[@iqinitiative]

Glad it was helpful!

[@PinkFlamingo-o8i]

these type of small topics are really hard to find... thanks for helping us out

[@iqinitiative]

Happy to help

[@chandamandona1940]

Thankyou. Good explaination

[@iqinitiative]

Glad it was helpful!

[@Bilal-mh2uo]

tomorrow is my exam

[@Mirwahatun7]

Thank you

[@iqinitiative]

You're welcome

[@nchenah649]

❤❤

[@iqinitiative]

💙

[@MangoLassiYT]

what if r is a fraction

[@AnikethKumarSharma]

Then the term becomes 0

[@tresfordmlukonde5467]

How did you get 84

[@iqinitiative]

9 combination 6 9C6

[@fridahntebetela9612]

​@@iqinitiativesir , when you say that we combine,how are we suppose to do it ,Am lost on that one

[@shollybae277]

Same question here how did you get 84 am also lost on this how to combine the numbers

[@gilliantanyakabaya4706]

It depends with what calculator you are using but the "C" on the calculator is actually there

[@mohamedabdou-salami]

9x8x7x6!/(6!×3×2×1). The 6! Cancel out and we remain with 9x8x7/6 which is 84. It is that formula nCr = n!/r!×(n-r)!