In the binomial series from

integral from 5 to 01/(4+x^2)^1/2 this is what i have so far 1/(sq.root(4+x^2)) as (1/2) (1+y)^-(1/2) with y=(x/2)^2 The
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2. asked by atif
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I need help understanding how the series of e derives into the exponential series using the binomial theorem.Here is a link to a
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2. asked by Jimmy
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Use the binomial series to find the Taylor series about 0 for the functionf(x) = (1 + x)−3/5, giving all terms up to the one
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2. asked by s17
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Factor the given polynomials using difference of squares.Binomial: 9x^2 - 25 Binomial: 9 - 25x^2 Binomial: 4x^2 -36 Binomial:
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Use binomial series to find the Taylor series about 0 for the function f(x)=(1+x)^-3/5 giving all terms up to the one in x^4.
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2. asked by Jay
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In the binomial series from (a+b)^5, the powers of a decrease by 1 each term, and the powers of b increase by 1. If you carry on
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expand as a binomial series(r-p)^9
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expand as a binomial series (p^2 + 3h)^4
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expand as a binomial series(p^2 + 3h)^4
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Algorithm for Binomial NumbersTask Binomial numbers (or binomial coefficients) are important positive integers that arise
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2. asked by Gurv
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