Identify whether the probability events are mutually or not mutually exclusive A student in your college is selected : Event A: The student is a sophomore, and Event B. the student is a business major. the events A and B are v Choose. Mutually exclusive Not mutually exclusive Salaries for different careers were estimated. Event A Engineers earn on average $10000 monthly and Event B teachers earn $6000 monthly, the events A and B Choose.. are

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Create your own probability problem using a number cube. Classify your event and its compliment. Are the events mutually exclusive? Find the probability of the event occurring, its complement occurring, the event and its compliment occurring, and the event or its complement occurring.

Using your knowledge of probability find an example for each of the following, two or more events that can be modeled as  a. Independent events  b. Disjoint events  c. Non-disjoint events

ol Year. Q3-Q4 LA. Five hundred students are interviewed about their ways to get to school. The results are summarized in the table. cements Car Other Total sng Middle 124 167 School 5. High School 136 185 12 333 35 Total 223 00S Drive Select all the statements that must be true about a student chosen at random from those interviewed. ry Education Graphing O The probability that the selected student used the bus to get to school under the condition that the student is in middle school is Scientific 000 O The probability that the selected middle school or high school student used a car to get to on 223 school is 000 O The probability that the selected student used a car to get to school or is a middle school student is Tracker 009 O The probability that the selected student used a car or bus to get to school under the condition that the student is in high school is M The probability that the selected student is in middle school under the condition that the SEudent takes the bus to…

The probability of randomly choosing a tea drinker who has a college degree. Assume that you are choosing from the population of all tea drinkers. The probability of choosing.... a. a tea drinker who is not in college  b. a college graduate who does not drink tea c. a tea drinker who is in college  d. a tea drinker who does not have a college degree

A leisure ice rink in a recreational centre has public skate for 24 minutes, skating lessons for 27 minutes and ice cleaning for 9 minutes in every hour. When a person arrives at the leisure ice rink the probability the ice rink will be public skate or skating lessons is 3 20 11 20 C 250 17 20

Let A and B be two events such that the probability of B is 0.5 and the probability of both is 0.2. Find the probability of A given that B occurs.