Category: Applets

  1. Partitioning of variability in ANOVA

    This applet illustrates the partitioning of variability into explained and unexplained variability, in the context of ANOVA.

  2. Linear transformations and eigenvectors

    This applet illustrates the effect of a linear transformation in R2 on the unit circle/unit disk, and the geometric meaning of eigenvectors, eigenvalues and determinant.

  3. Distribution of order statistics

    This applet displays the distribution for the order statististics of a sample of size n from an arbitrary population distribution.

  4. Maximum likelihood estimators

    This applet shows the maximum likelihood estimator and (log) likelihood function for several statistical models.

  5. Convergence and continuity of a function

    This applet illustrates the ε-δ definitions of the limit and continuity of a function. It can be used to investigate (non-)convergence or (dis)continuity of real functions, including the Dirichlet everywhere discontinuous function and variants.

  6. Differentiability of a function

    This applet illustrates the definition of derivative as the limit of the gradient of a chord.

  7. Convergence of a sequence

    This applet illustrates the ε-M definition of convergence of a sequence.

  8. Riemann sums and partitions

    This applet illustrates upper and lower Riemann sums and refinement of partitions.

  9. Sequences and series

    This applet shows the relationship between terms of a sequence and the partial sums of a series. It also allows exploration of some important sequences & series including geometric and harmonic sequences.

  10. Normal approximation to the binomial distribution

    This applet explores the normal approximation to the binomial distribution.

Number of posts found: 54