Chapter 1 -
Probability
Page 11 With
and without replacement
Page 15 Green and red
balls
Page 15 Conditional
probability
Page 21 The
birthday problem (1)
Page 21 The
birthday problem (2)
Chapter 3 - Arrangements and selections
Page 51 Permutations
and combinations
Page 56 Poker
hand probabilities
Chapter 4 - Binomial expansions
Page 58 Factorials
Page 59 Pascal's
triangle
Page 59 Multiples
of a prime in Pascal T
Chapter 5 - Binomial distribution
Page 66 Binomial
probability calculator
Chapter 6 - Poisson distribution
Page 80 Earthquake
data
Chapter 7 - Normal distribution
Page 100 Normal
probability calculator
Chapter 8 - Approximating one distribution
with another
Page 115 Normal
approximation to binomial (1)
Page 115 Normal
approximation to binomial (2)
|
Chapter 10 - Sample statistics and data
display
Page 149 Descriptive
statistics
Page 165 Histograms
Chapter 14 -
Confidence intervals
Page 227 Confidence
interval simulation
Page 231 Confidence intervals for
proportions (1)
Page 231 Confidence
intervals for proportions (2)
Chapter 16 - Sequences and series
Page 288 "e"
as the limit of (1 + 1/n)^n
Chapter 19 - Calculus
Page 325 Derivative
is the gradient of the tangent
Chapter 21 - Simultaneous equations
Page 348 Simultaneous
equation solver (1)
Page 348 Simultaneous
equation solver (2)
Chapter 22 - Linear Programming Page 356
Drawing
linear inequalities
Page 359 Linear
programming applet (1)
Page 359 Linear
programming applet (2)
Chapter 23 - Numerical solution of equations
Page 368 Drawing
more than one graph
|