O level Probability Quizzes

Revising O level probability quizzes: Random variables, conditional probability, applied probability etc.

(Fascinating and simple O level probability O level, GCE and GCSE students)

Probability is simple the chances or how likely something will occur or happen. Probability is a branch of mathematics that deals with numerical description of how likely an event can occur. In other words, probability deals with prediction of how likely events are to occur. In this branch, students will work on other sub topics such as random variable, conditional probability, applied probability etc for GCE, GCSE and necta.  In probability, the number 1 explains the event will likely occur while the number 0 signifies the event may not likely occur. It is mostly related to statistics.

Random variables:  A random variable is a numerical description of the result of a statistical experiment.

Conditional probability: This refers to a measure of the probability of an event that has already occurred.

Applied probability: As the name implies, this is the application of probability to statistics and other domains of life or in our day to day activities.

             Probability is a wonderful branch of studies which is very useful nowadays. Probabilities can clearly be seen in some activities such as;

• Throwing a dice
• Flipping a coin
• Choosing a card
• Balloting etc

With a mastery of probability or advanced studies, careers related to this branch include; economists, mathematician, market research analyst, statistician, financial analyst, atmospheric scientist etc.

O level, GCE, GCSE and necta exam consists of multiple choice questions and essay questions on calculations and statistics. Students are always tested in this branch during exams due to its importance in mathematics.

This wonderful platform uses quizzes to help you test your knowledge in probability in preparation for your GCE, GCSE and necta exams. Find other related O level quizzes on this platform to test your knowledge in other subjects.