| • द्विपदी श्रेणी | |
| binomial: द्विपद | |
| series: कई क्रम तरतीब | |
binomial series मीनिंग इन हिंदी
binomial series उदाहरण वाक्य
उदाहरण वाक्य
अधिक: आगे- :You wrong, book correct; ) See Binomial series.
- See e . g . the binomial series.
- The usual argument to compute the sum of the binomial series goes as follows.
- The binomial series is therefore sometimes referred to as Newton's binomial theorem.
- Taking r =-1, the generalized binomial series gives the geometric series formula, valid for | x |:
- Variations of this argument can be used to produce continued fraction expansions for the natural logarithm, the generalized binomial series.
- It can be evaluated by expanding the integral by the binomial series and integrating term by term : see Meridian arc for details.
- And then the bit in that section that says " For a more extensive account of Newton's generalized binomial theorem, see binomial series "?
- Taking the reciprocal of this gives \ frac { 1 } { 1-q }, which can be expanded as a binomial series in q.
- The first results concerning binomial series for other than positive-integer exponents were given by Sir Isaac Newton in the study of areas enclosed under certain curves.
