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- Compute each generalized binomial coefficient as an exact number.\dbinom{5/3}{2}\dbinom{-5}{3}\dbinom{-5/2}{3}\dbinom{1/2}{4}\dbinom{6}{8}
- Find the exact sum of each series by reading it as a binomial series knx^n.
- Let $f
- Let $f
- This problem finds 1[3]9 from the binomial series, using only the four operations, by writing 9 = 8(1 + 18).
- Let $f
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The binomial series: the lesson ›