Math, asked by rohibaby1, 10 months ago


In a group of 50 people, 40 speak Hindi and 22 speak English, and all of them speak at least one of the 2 languages. Find the number of people who speak English but not Hindi​

Answers

Answered by nishant0369
3

Answer:

12

Step-by-step explanation:

we can see that 10 people cannot speak English so they only speak hindi.

so no of people speak both the language=22-10=12

Answered by ashishks1912
1

The number of people who speaks English but not Hindi  is 12

Step-by-step explanation:

  • Given that In a group of 50 people
  • let n be the group of people
  • Therefore n=50
  • Also given that 40 people speak Hindi and 22 people speak English, and all of them speak at least one of the 2 languages
  • Let A be the number of people speaking Hindi and let B be the number of people speaking English ( all of them speak atleast one of the languages )

Therefore A=40 and B=22

To find the number of people who speak English but not Hindi​ :

  • Let C be the number of people who speaks English but not Hindi
  • C=B-(n-A)
  • C=22-(50-40)
  • C=22-10
  • C=12

Therefore the number of people who speaks English but not Hindi  is 12

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