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Mathematics II
User manual
Info; Binomial Coefficients - HP Mathematics II User Manual
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Page 1
Page 2
Page 3
Page 4 - Table Of Contents
Page 5
Page 6
Page 7
Page 8
Page 9 - Generaly
Page 10 - Starting up
Page 11
Page 12 - The input editor
Page 13 - Echoing from the stack
Page 14 - STAT and MATR menu
Page 15 - Intermediate results
Page 16 - Linear algebra
Page 17
Page 18
Page 19 - Matrix calculations
Page 20 - Rank
Page 21 - Linear transformations
Page 22 - Translation
Page 23 - Scaling
Page 24 - Concatinating
Page 25
Page 26 - Sions)
Page 27 - Concatinating
Page 28 - Eigenvalueproblems
Page 29 - Eigenvectors
Page 30 - Diagonalization
Page 31 - Diffequations
Page 32
Page 33 - Vector spaces
Page 34 - Norm
Page 35 - Orthogonal
Page 36
Page 37 - Transformation matrix in new basis
Page 38
Page 39 - Laplace transforms
Page 40 - Laplace transform
Page 41 - Invers Laplace transform
Page 42 - Inverse L Partial fractions
Page 43
Page 44 - Diffequations
Page 45 - Probability
Page 46 - Without replacement
Page 47 - Combinations ordered
Page 48
Page 49 - With replacement
Page 50 - Combinations ordered
Page 51 - Binomial distribution
Page 52 - Binomial dsitr. function
Page 53 - Negative binomial distribution function
Page 54 - Pascal distribution
Page 55 - Pascal distribution function
Page 56 - Normal distribution
Page 57 - Poisson distribution
Page 58 - Poisson distribution function
Page 59 - Info
Page 60 - Statistics
Page 61 - Distributions
Page 62 - Kjisquare distribution
Page 63 - Inverse Kjisquare
Page 64 - Inversestudent-t
Page 65 - Confidence intervals
Page 66
Page 67
Page 68 - Sample mean, stdev, median
Page 69 - Fitting
Page 70 - Hypothesis normal distribution
Page 71 - Hypothesis binomial distribution
Page 72 - Hypothesis Poisson distribution
Page 73 - Class table 69 ^^T
Page 74 - Description of samples
Page 75 - Cummulativ table
Page 76 - Histogram KXDAT
Page 77 - Linear regression and correlation 74 j
Page 78 - Fourier series
Page 79 - Fourier series, symbolic form
Page 80
Page 81 - Fourier series numeric form
Page 82 - Half range expansions
Page 83
Page 84 - Linear programming
Page 85
Page 86
Page 87
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Contents
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The probability that X is less then or equal to 5 is calculated,
the mean is 4.
Info
Here information about probability and some distributions
is given.
Binomial coefficients
Binomial coefficients Bnk = n!/((n-k)!*k!) are calculated
from k = 0 to k = n and put in a list.
Interface:
RAD
{HOME }
PRO
Binomial coeff.
= n!/((n-k)!*k!)
k = 0...n
The example calculates {BnO Bnl Bn2 Bn3 Bn4 Bn5}.
4. Probability
56
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