Sumários
Sampling distribution of the ratio of variances from two independent normal populations
11 Dezembro 2013, 15:30 • Graça Leão Fernandes
Sampling distribution of the ratio of variances from two independent normal populations:
- definition;
- the F distribution - definition, table consultation
- resolution of the 6th Theoretcal question.
Normal population sampling
9 Dezembro 2013, 16:00 • Graça Leão Fernandes
Sampling distribution of the sample mean:
- variance of the population known;
- variance of the population unknown - t-distribution ( symmetry, mean, table consultation)
and the sample variance drawn from a normal population.
Sampling distribution of the difference of the sample means drawn from a normal two normal populations:
- populations variances known;
- populations variances unknown but assumed equal;
- populations variances unknown but unequal - Welch aproximation;
Sampling distribution of the ratio of the sample variances drawn from a normal two normal populations: F-distribution ( assymmetry, table consultation).
Sampling distribution. Distribution of the sample.
4 Dezembro 2013, 15:30 • Graça Leão Fernandes
Distribution of the sample.
Sampling distribution of a statistic:
- Methods to find sampling distributions: m.g.f., C.L.T, simulation;
- Sample mean and variance and their parameters;
- Asymptotic distribution of the mean;
- Sampling distribution of the sample proportion in a Bernoulli Population;
- Sampling distribution of the difference of sample proportions in Bernoulli Populations.
Sampling distribution of a statistic. Mean and variance of the sample mean. Assyntotic sampling distributions.
2 Dezembro 2013, 16:00 • Graça Leão Fernandes
The class did not take place because there were only 1 student in the room.
The subjects in the title are considered taught.
Normal distribution, Central Limit Theorem and De Moivre -Laplace Theorem
28 Novembro 2013, 16:30 • Graça Leão Fernandes
Exercises from the book: 6.62, 6.64, 6.70, 6.75, 6.77
Exercises from extra exercises for chapter 5: 7, 8, 27, 28, 36