1. The problem is to fill in the blanks with the correct terms related to probability and experiments. 2. Definitions and explanations: - An **outcome** is one or a group of possible results for a given situation. - A **sample space** is a list of all possible outcomes of an experiment. - An **experiment** is a situation involving chance that leads to results. - **Probability** is the measure of the likelihood that an event will occur. - A **result** of an experiment is called an **outcome**. - A **simple event** is an event consisting of one outcome. - When the probability of all outcomes of an experiment are equal, the probabilities are called **equally likely**. - **Complementary events** are two events that together contain all the outcomes in the same sample space. 3. Final answers for the blanks: - A(n) **outcome** is one or a group of possible outcomes for a given situation. - A list of all possible outcomes of an experiment is called a(n) **sample space**. - A(n) **experiment** is a situation involving chance that leads to results. - The measure of the likelihood that an event will occur is its **probability**. - The result of an experiment is a(n) **outcome**. - An event consisting of one outcome is a(n) **simple event**. - When the probability of all the outcomes of an experiment are equal, then the probabilities are called **equally likely**. - Two events that together contain all of the outcomes in the same space is/are **complementary events**. This completes the problem.