The probability that a student takes an English class and a math class is 0.084. The probability that a student takes an English class is 0.49. What is the probability that a student takes a math class given that the student is taking an English class?

Students were asked to answer a question at schools and to declare what is most important for them to succeed. From the numerous reactions, the one which that stood out was practice. Persons who are successful do not become successful by being born. They work hard and determination their lives to succeeding. This is how you can obtain your goals. These are some question and answer examples that you could utilise to enhance your knowledge and gain insight that will help you to sustain your school studies.

Question:

The probability that a student takes an English class and a math class is 0.084. The probability that a student takes an English class is 0.49. What is the probability that a student takes a math class given that the student is taking an English class?

Answer:

Answer:

The probability that a student takes a math class given that the student is taking an English class        

Step-by-step explanation:

Given : The probability that a student takes an English class and a math class is 0.084. The probability that a student takes an English class is 0.49.

To find : What is the probability that a student takes a math class given that the student is taking an English class?

Solution :  

Let A be the student takes English class.

Let B be the student take Math class.

Probability that a student takes an English class and a math class is 0.084.

The probability that a student takes an English class is 0.49.

We have to find probability that a student takes a math class given that the student is taking an English class

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Formula of conditional probability is

Where B is the probability to find and A is the given condition.

From the answer and question examples above, hopefully, they may help the student handle the question they had been looking for and notice of each and every thing declared in the answer above. You could possibly then have a discussion with your classmate and continue the school learning by studying the topic altogether.

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