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ZIMSEC A-Level Statistics

6.4.2Special discrete distributions

Special discrete distributions in ZIMSEC A-Level Statistics: what the syllabus expects you to know, the learning objectives and how to practise.
Subtopic63 practice questions3 lessons

Overview

Form 5: uniform, binomial and geometric distributions. Form 6: Bernoulli and Poisson distributions.

Learning objectives

What the syllabus expects you to be able to do.

  1. 6.4.2.1Forms 5-6: outline the characteristics of the uniform, binomial, geometric, Bernoulli and Poisson distributions.
  2. 6.4.2.2Forms 5-6: calculate the mean, variance and standard deviation of each distribution.
  3. 6.4.2.3Forms 5-6: calculate probabilities and solve problems involving these distributions.

Lessons

  • The binomial distribution

    50 min

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  • The geometric distribution

    40 min

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  • The Poisson distribution

    45 min

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Sample question

A sample question on this topic. Answer it, check it, then read the worked answer.

Special discrete distributions: sample question

1 mark

X∼B(8,0.4)X \sim \mathrm{B}(8, 0.4). Find P(X=3)\mathrm{P}(X = 3), correct to 3 significant figures.

Only if the answer has a unit, e.g. cm or km/h.

Turn Special discrete distributions into a strength.

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