Binomial Theorm Shot notes, Summaries of Mathematics

These notes of binomial Theorm will help you to solve many questions and are essential before the examination for revision

Typology: Summaries

2023/2024

Available from 07/23/2025

varun-pawar
varun-pawar 🇮🇳

4 documents

1 / 1

Toggle sidebar

This page cannot be seen from the preview

Don't miss anything!

bg1

Partial preview of the text

Download Binomial Theorm Shot notes and more Summaries Mathematics in PDF only on Docsity!

al = a —Ne ay + Mey.9" pecial cages: F +90) V= Ney + Ney e+ Neg cP Ney 08 + == - + a : Bee) =, — Nee t Meg? Nye tC) Ney ce —— X, General Term: 4K et onaueie sie; G4) ~ &*pansk Note: Kth term From last then calculate (n-K+1) — Middle Term: neeven: Then Tens) + middle ¢ ie Se Term N€odd : Then Tost) and Tass) 7 middle # Application of Binomial Theocm: ~ | = Terry — imp points: Imp prop: x09" ° Q ono = Se 9) Gtx) “15 is deal divisible se @-a= « ° eo 99 pie, n- ou PGtx)"-1-nx 18 divisible by x 1 Ge) & foe -~+2)} th From Starting Applicable in Remainder Problems \. oo Gueatest Teens (ge) # MulHnomial Theorm: & no-0f ‘ Tal eal j +Z A n! (oc'. y8.z ©) Tecms \ Tr en: a = Be aa | (ites ‘a \ PP ee T > TW, Trat Ce 2 *. are greatest A rtstt=n ° Gien Term ww [racer | Lr@E Then Teytr