Below is a chart showing the years it takes students to earn a Bachelor’s degree and the probability a randomly selected student will earn a degree in a certain number of years. X P(X=x) 3 - .05 4 - .40 5 - .30 6 - 7 - .10 (a) Describe the random variable in (b) Find and label the probability it earn a Bachelor’s degree. (c) Find and label the probability it years to earn a Bachelor’s degree GIVEN it takes him or her more than 4 years to earn the degree. (d) Find the expected value. Interpret that number in a sentence.
Below is a chart showing the years it takes students to earn a Bachelor’s degree and the probability a randomly selected student will earn a degree in a certain number of years. X P(X=x) 3 - .05 4 - .40 5 - .30 6 - 7 - .10 (a) Describe the random variable in (b) Find and label the probability it earn a Bachelor’s degree. (c) Find and label the probability it years to earn a Bachelor’s degree GIVEN it takes him or her more than 4 years to earn the degree. (d) Find the expected value. Interpret that number in a sentence.
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.8: Probability
Problem 47E
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Binomial Distribution
Binomial is an algebraic expression of the sum or the difference of two terms. Before knowing about binomial distribution, we must know about the binomial theorem.
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Below is a chart showing the years it takes students to earn a Bachelor’s degree and the probability a randomly selected student will earn a degree in a certain number of years.
X P(X=x)
3 - .05
4 - .40
5 - .30
6 -
7 - .10
(a) Describe the random variable in
(b) Find and label the probability it earn a Bachelor’s degree.
(c) Find and label the probability it
years to earn a Bachelor’s degree GIVEN it takes him or her more than 4 years to earn the degree.
(d) Find the expected value . Interpret that number in a sentence.
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