In a sample of 1000 public and private high school students, a student is selected at random. Find the probability the student is planning on a STEM career given that they attend a private high school. Find the probability a student is planning a non-STEM career or attending public school. 8)STEM CareerNon-STEM career TotalPrivate high school 110245355Public high school 103542645Total2137871000In a sample of 1000 public and private high school students, a student is selected at random.Find the probability the student is planning on a STEM career given that they attend a privatehigh school.Find the probability a student is planning a non-STEM career or attending public school.

Given : In a sample of 1000 public and private high school students, a student is selected at random.Solution : a) From the given contingency table : The probability the student is planning on a STEM career given that they attend a private high school : P(student is planning on a STEM career | they attend a private high school) = P(student is planning on a STEM career and they attend a private high school)/P(they attend a private high school) = 110/355 = 0.3099 B) The probability a student is planning a non-STEM career or attending public school : P(student is planning a non-STEM career or attending public school) = P(student is planning a non-STEM career) + P(attending public school) - P(student is planning a non-STEM career and attending public school) = (787+645-542)/1000 = 890/1000 = 0.890

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Statistics

In a sample of 1000 public and private high school students, a student is selected at random. Find the probability the student is planning on a STEM career given that they attend a private high school. Find the probability a student is planning a non-STEM career or attending public school

In a sample of 1000 public and private high school students, a student is selected at random. Find the probability the student is planning on a STEM career given that they attend a private high school. Find the probability a student is planning a non-STEM career or attending public school

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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