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probability that a band performing at a given club fills it to capacity is 70% The probability that tue club sells under $2,000 of drinks is 30%. Which of the following represents the probability that on a given night the band fills the club to capacity and the club sells under $2,000 of drinks? a) More than 21%. (but can't be exactly determined beyond that). b) Exactly 21% c) Between 0% and 21% (but can't be exactly determined beyond that.) d) Exactly 0%.

probability that a band performing at a given club fills it to capacity is 70% The probability that tue club sells under $2,000 of drinks is 30%. Which of the following represents the probability that on a given night the band fills the club to capacity and the club sells under $2,000 of drinks? a) More than 21%. (but can't be exactly determined beyond that). b) Exactly 21% c) Between 0% and 21% (but can't be exactly determined beyond that.) d) Exactly 0%.

MATLAB: An Introduction with Applications
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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**Problem Statement:** The probability that a band performing at a given club fills it to capacity is 70%. The probability that the club sells under $2,000 of drinks is 30%. Which of the following represents the probability that on a given night the band fills the club to capacity and the club sells under $2,000 of drinks? a) More than 21%. (but can't be exactly determined beyond that). b) Exactly 21% c) Between 0% and 21% (but can't be exactly determined beyond that.) d) Exactly 0%.
Transcribed Image Text:**Problem Statement:** The probability that a band performing at a given club fills it to capacity is 70%. The probability that the club sells under $2,000 of drinks is 30%. Which of the following represents the probability that on a given night the band fills the club to capacity and the club sells under $2,000 of drinks? a) More than 21%. (but can't be exactly determined beyond that). b) Exactly 21% c) Between 0% and 21% (but can't be exactly determined beyond that.) d) Exactly 0%.
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