Conditional Probability

Conditional Probability
Conditional Probability
Conditional Probability
Conditional Probability

              Conditional Probability

              The start of the lesson is used to review calculating the probability of two independent events using a tree diagram.  To extend on this in the development phase students begin to consider conditional probability where the outcome of the second event is dependent on the first.   The plenary consolidates the learning through a traditional exam style question.
              Differentiated Learning Objectives
              • All students should be able to draw a tree diagram for conditional events.
              • Most students should be able to calculate the probability for two conditional events using a tree diagram.
              • Some students should be able to calculate the probability for two or more conditional events using a tree diagram.
              View online lesson
              Lesson Downloads
              Download PowerPoint Download Notebook Download Flipchart Download Worksheet
              Scheme of Work Link
              Probability
              IMMEDIATE DOWNLOAD

              You may also like...

              Venn Diagrams

              Venn diagrams are introduced as a means to organise sets of data into a sample space diagram.  As learning progr...

              Mutually Exclusive Events

              The start of the lesson is used to review the probability scale and theoretical probability.  Students extend on...

              Probability Experiment

              Students carry out a probability experiment to explore the relationship between theoretical and experimental pro...

              Probability and Expectation

              The start of the lesson is used to review generating data sets from theoretical probabilities.  The development ...

              Mr Mathematics Blog

              Problem Solving – Numerical Methods

              Students are challenged to apply the rules of arithmetic to a series of real-life, functional problems.

              Problem Solving with Averages

              Students are challenged to apply their understanding of the mean, mode, median and range to calculate datasets by setting up and solving equations.

              Problem Solving with Compound Percentages

              Five, real-life and functional problem solving questions on compound percentage changes.