WebYou are supposed to plug in the value of x after expanding the binomial. Because if you do it as the first step then there will only be a single term. But the question asks to tell which term in the binomial expansion will be the greatest numerically if we input the value of x. 1 More posts you may like r/processing Join • 4 yr. ago WebTHE NUMERICALLY GREATEST TERM OP A BINOMIAL EXPANSION. eliminated when processes of reasoning are reduced to a rule of thumb. As well might one use " Molesworth " as a text-book of the principles of mechanics. To return to this special example : there …
Binomial theorem: Formula derivation of Numerically greatest term …
WebJun 16, 2024 · 0 So I have derived the formula for the numerically greatest term of the following expression ( a + b) n It is given by taking T r and T r + 1 and using the fact that T r + 1 T r ≥ 1 (or reciprocal depending on "which" r we need) where T r is the r'th term of the binomial expansion of ( a + b) n and r goes from 1 to ( n + 1) WebThe GCF (greatest common factor) of two or more monomials is the product of all their common prime factors. For example, the GCF of 6x 6x and 4x^2 4x2 is 2x 2x. If this is … greenville herald banner obituary archives
Binomial theorem: Numerically Greatest Term: Shortcut With
Webthe greatest binomial coefficient is given by the greatest value of r , consistent with (1) i.e., r = n/2 and hence the greatest binomial coefficient is n C n/2 Similarly, if n be odd, the greatest binomial coefficient is given when, r = n − 1 2 o r n + 1 2 And the coefficients will be n C ( n + 1) / 2 and n C ( n − 1) / 2 both being equal . WebMar 19, 2024 · Binomial theorem: Numerically Greatest Term: Shortcut With example (3-5x)^11 when x=1/5 Support the channel: UPI link: 7906459421@okbizaxisUPI Scan code: htt... WebBinomial theorem: Numerically Greatest Term: Shortcut With example (3-5x)^11 when x=1/5 Support the channel: UPI link: 7906459421@okbizaxisUPI Scan code: htt... greenville herald banner death notices