Solve the question given in the attachment....
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Anonymous:
18 is correct
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6
heya guys
as this question belongs to set theory
so it can be solved by using Venn diagram
but here I am using another method
so let's start
as there are total 70 persons so n(s) = 70
s------ sample space
since 10 persons do not speak both Hindi and English
thus n(H union E) = n(s) - 10 = 70-10 = 60
H denotes Hindi
E denotes English
no. of person speaks Hindi are 45
n(H) = 45
no. of person who speaks English = 33
n(E) = 33
since ACC to set theory
n(H union B ) = n(H)+n(E) - n(H intersection E)
here n(H intersection E) denotes no. of person who speaks both Hindi and English
thus 60 = 45+33-n(H intersection E)
thus n(H intersection E ) = 18
thus total 18 persons speaks both Hindi and English
as this question belongs to set theory
so it can be solved by using Venn diagram
but here I am using another method
so let's start
as there are total 70 persons so n(s) = 70
s------ sample space
since 10 persons do not speak both Hindi and English
thus n(H union E) = n(s) - 10 = 70-10 = 60
H denotes Hindi
E denotes English
no. of person speaks Hindi are 45
n(H) = 45
no. of person who speaks English = 33
n(E) = 33
since ACC to set theory
n(H union B ) = n(H)+n(E) - n(H intersection E)
here n(H intersection E) denotes no. of person who speaks both Hindi and English
thus 60 = 45+33-n(H intersection E)
thus n(H intersection E ) = 18
thus total 18 persons speaks both Hindi and English
Answered by
6
Bit interesting and competitive question mate!!!✌✌✌
Answer is 18
Refer attachment for understanding the process step by step.
Hope this Helps
If u find it as most helpful pls mark it as brainliest.
Answer is 18
Refer attachment for understanding the process step by step.
Hope this Helps
If u find it as most helpful pls mark it as brainliest.
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