Question

christina is randomly choosing three movies to take on vacation from nine action movies, seven science fiction movies, and four comedies. which statement is true? the probability that christina will choose three comedies can be expressed as $\frac{1}{_{4}c_{3}}$. the probability that christina will choose three action movies can be expressed as $\frac{_{20}c_{3}}{_{9}c_{3}}$. the probability that christina will not choose all comedies can be expressed as $1 - \frac{_{4}c_{3}}{_{20}c_{4}}$. the probability that christina will not choose all action movies can be expressed as $1 - \frac{_{9}c_{3}}{_{20}c_{3}}$.

Explanation:

Answer:

The probability that Christina will not choose all action movies can be expressed as \(1-\frac{_{9}C_{3}}{_{20}C_{3}}\)