How many employees like rock music? Number of employees who like rock music: 249 How many employees like pop music? Number of employees who like pop music: 345 How many employees like jazz music? Number of employees who like jazz music: 145 How many employees like both pop and rock music? Number of employees who like pop and rock music: 149 How many employees like jazz and rock music? Number of employees who like jazz and rock music: 58 How many employees like pop and jazz music? Number of employees who like pop and jazz music: 38 How many employees like all three genres? Number of employees who like all three genres: 10 How many employees do not like jazz, pop, or rock music? Number of employees who do not like jazz, pop, or rock music: ? How many employees like pop but not jazz? Number of employees who like pop but not jazz: ?

Question

How many employees like rock music?     Number of employees who like rock music: 249          How many employees like pop music?     Number of employees who like pop music: 345          How many employees like jazz music?     Number of employees who like jazz music: 145          How many employees like both pop and rock music?     Number of employees who like pop and rock music: 149          How many employees like jazz and rock music?     Number of employees who like jazz and rock music: 58          How many employees like pop and jazz music?     Number of employees who like pop and jazz music: 38          How many employees like all three genres?     Number of employees who like all three genres: 10          How many employees do not like jazz, pop, or rock music?     Number of employees who do not like jazz, pop, or rock music: ?          How many employees like pop but not jazz?     Number of employees who like pop but not jazz: ?

Imogene · Answer

Answers:                   Let's calculate the number of employees who do not like jazz, pop, or rock music:         Total number of employees = 1000         Number of employees who like at least one genre = 249 + 345 + 145 + 149 + 58 + 38 + 10 = 954         Number of employees who do not like any of the genres = 1000 - 954 = 46         So, 46 employees do not like jazz, pop, or rock music.                  Now, let's find out how many employees like pop but not jazz:         Number of employees who like pop but not jazz = (Number of employees who like pop) - (Number of employees who like both pop and jazz) = 345 - 38 = 307         Therefore, there are 307 employees who like pop but not jazz.

Employees Music Preferences Survey

How many employees like rock music?

How many employees like pop music?

How many employees like jazz music?

How many employees like both pop and rock music?

How many employees like jazz and rock music?

How many employees like pop and jazz music?

How many employees like all three genres?

How many employees do not like jazz, pop, or rock music?

How many employees like pop but not jazz?

Answers:

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