Trial
A trial is one repetition of a chance process, such as a single coin flip or one spin, and it produces exactly one outcome.
Trials are the unit you count when you repeat a random process, and they are called independent when the result of one does not change the probabilities for the next. A simulation works by running many trials and tracking how often the event of interest shows up. Flip a coin 20 times and you have run 20 trials, each landing heads or tails; if 12 come up heads the relative frequency of heads is . The binomial setting is defined by a fixed number of independent trials that each have the same probability of success.
Where this comes up
- How to design and run a simulation (5 steps)Guide
- How to tell if a situation is binomial: 4 checksGuide
- Binomial vs geometric: how to tell them apartGuide
- Simulation practice problems with random digit tablesPractice
- How to find P(at least one) with the complement ruleGuide
- What is statistics actually used for?Guide
- AP Stats 2.3: Estimating Probability by SimulationAP topic
- How to find expected value (step by step)Guide
17 pages on the site use this term.
More probability terms, or browse the full statistics glossary.