Probability and Expectation

Probability and Expectation
Probability and Expectation
Probability and Expectation
Probability and Expectation

              Probability and Expectation

              The start of the lesson is used to review generating data sets from theoretical probabilities.  The development phase extends this  through using a theoretical or experimental probability to calculate an expected frequency.  Mutually exclusive and relative frequency are also considered throughout the lesson.
              Differentiated Learning Objectives
              • All students should be able to use an experimental or theoretical probability to calculate an expected frequency.
              • Most students should be able to use the sum of mutually exclusive events to calculate an expected frequency.
              • Some students should be able to use an expected frequency to calculate a sample size.
              View online lesson
              Lesson Downloads
              Download PowerPoint Download Notebook Download Flipchart Download Worksheet
              Scheme of Work Links 
              Probability Foundation Probability Higher
              Related Blog
              Experimental Probability
              IMMEDIATE DOWNLOAD

              You may also like...

              Handling Data
              Probability Trees
              Handling Data
              Probability Scale
              Handling Data
              Mutually Exclusive Events
              Handling Data
              Probability Experiment

              Go ad-free and get access to over 500 lessons

              Mr Mathematics Blog

              Two-Way Tables and Frequency Trees

              Problem solving lesson on two-way tables and frequency trees.

              Plotting Curved Graphs

              Three typical exam questions to revise on plotting quadratic, cubic and reciprocal graphs.

              Interpreting Cumulative Frequency Graphs

              Linking cumulative frequency graphs to ratio, percentages and financial mathematics.