How To Find The Constant Term In A Binomial

how to find the constant term in a binomial

Binomial Expansions Examples (examples solutions
17/03/2011†∑ Best Answer: The constant term is where there are no x's. Since the power of x in the term must be 0 (making it the constant 1), and the first term adds two x's to the power and the second term subtracts one x from the power, we need: 2a - b = 0 Where a is the number of first terms Ö... 30/04/2013†∑ The Binomial expansion of (2x + 5/x)^6 has a constant term. Find this term. Out of guesswork, I deduced that the constant term would be where n = 3, since it was half of 6 I then said 6C3 x (2x)^3 x (5/x)^3 = 20 x (8x^3) x (5x^-1)^3 =160x^3 x 125x^-3 To then finish, I said Coefficient 160 x 125 = 20,000... show more The

how to find the constant term in a binomial

How to find the value of the coefficient ACT Math

26/04/2010†∑ Best Answer: (y? ? 1/y?)? ? (y ? 1/y)? Expand yourself After selective multiplications, there is no constant term....
Original Q: How do you find the constant term in the binomial expansion of (3x-(1/2x)) ^6? I have to assume that the mathematical intent of the given expression is [math](3x-\frac{1}{2x})^6[/math] and not [math](3x-\frac12 x))^6[/math], else the parenthetical could be simplified to a single x term, and a binomial expansion would be unnecessary

how to find the constant term in a binomial

Binomial Theorem find the constant term? Yahoo Answers
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How To Find The Constant Term In A Binomial

Permutations and Combinations t C (x)n-k(y) LESSON THREE

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How To Find The Constant Term In A Binomial

We learn how to find a specific power of x, or a specific term, inside a binomial expansion, without writing all of the terms in the expansion. The method is to find when the general term of the expansion corresponds to the power of x we're looking for. The method is explained with tutorials with detailed examples and practiced with exericses, answer keys and worksheets. RadfordMathematics.com

  • We learn how to find a specific power of x, or a specific term, inside a binomial expansion, without writing all of the terms in the expansion. The method is to find when the general term of the expansion corresponds to the power of x we're looking for. The method is explained with tutorials with detailed examples and practiced with exericses, answer keys and worksheets. RadfordMathematics.com
  • Original Q: How do you find the constant term in the binomial expansion of (3x-(1/2x)) ^6? I have to assume that the mathematical intent of the given expression is [math](3x-\frac{1}{2x})^6[/math] and not [math](3x-\frac12 x))^6[/math], else the parenthetical could be simplified to a single x term, and a binomial expansion would be unnecessary
  • Hii!!???? Let(2x+3) ^3be a given binomial. From the binomial expression, write down thegeneral term. Let this term be ther+1th term. Now simplify this general term.
  • 30/04/2013†∑ The Binomial expansion of (2x + 5/x)^6 has a constant term. Find this term. Out of guesswork, I deduced that the constant term would be where n = 3, since it was half of 6 I then said 6C3 x (2x)^3 x (5/x)^3 = 20 x (8x^3) x (5x^-1)^3 =160x^3 x 125x^-3 To then finish, I said Coefficient 160 x 125 = 20,000... show more The

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