Consider the following events for a college student selected at random. A = student is femaleB = student is majoring in business Translate each of the following phrases into symbols. (a) The probability the student is male or is majoring in business. 1)P(A | B) 2) P(A and B) 3)P(Ac or B) 4)P(B | A) 5)P(A and Bc) (b) The probability a female student is majoring in business. 1) P(A | B) 2) P(A and B) 3) P(Ac or B) 4) P(B | A) 5) P(A and Bc) (c) The probability a business major is female. 1) P(A | B) 2) P(A and B) 3) P(Ac or B) 4) P(B | A) 5) P(A and Bc) (d) The probability the student is female and is not majoring in business. 1) P(A | B) 2) P(A and B) 3) P(Ac or B) 4) P(B | A) 5) P(A and Bc) (e) The probability the student is female and is majoring in business. 1) P(A | B) 2) P(A and B) 3) P(Ac or B) 4) P(B | A) 5) P(A and Bc)
Consider the following events for a college student selected at random. A = student is femaleB = student is majoring in business Translate each of the following phrases into symbols. (a) The probability the student is male or is majoring in business. 1)P(A | B) 2) P(A and B) 3)P(Ac or B) 4)P(B | A) 5)P(A and Bc) (b) The probability a female student is majoring in business. 1) P(A | B) 2) P(A and B) 3) P(Ac or B) 4) P(B | A) 5) P(A and Bc) (c) The probability a business major is female. 1) P(A | B) 2) P(A and B) 3) P(Ac or B) 4) P(B | A) 5) P(A and Bc) (d) The probability the student is female and is not majoring in business. 1) P(A | B) 2) P(A and B) 3) P(Ac or B) 4) P(B | A) 5) P(A and Bc) (e) The probability the student is female and is majoring in business. 1) P(A | B) 2) P(A and B) 3) P(Ac or B) 4) P(B | A) 5) P(A and Bc)
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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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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Question
Consider the following
A = student is female
B = student is majoring in business
B = student is majoring in business
Translate each of the following phrases into symbols.
(a) The probability the student is male or is majoring in business.
(b) The probability a female student is majoring in business.
(c) The probability a business major is female.
(d) The probability the student is female and is not majoring in business.
(e) The probability the student is female and is majoring in business.
1)P(A | B)
2) P(A and B)
3)P(Ac or B)
4)P(B | A)
5)P(A and Bc)
(b) The probability a female student is majoring in business.
1) P(A | B)
2) P(A and B)
3) P(Ac or B)
4) P(B | A)
5) P(A and Bc)
(c) The probability a business major is female.
1) P(A | B)
2) P(A and B)
3) P(Ac or B)
4) P(B | A)
5) P(A and Bc)
(d) The probability the student is female and is not majoring in business.
1) P(A | B)
2) P(A and B)
3) P(Ac or B)
4) P(B | A)
5) P(A and Bc)
(e) The probability the student is female and is majoring in business.
1) P(A | B)
2) P(A and B)
3) P(Ac or B)
4) P(B | A)
5) P(A and Bc)
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