Question

40% of the students like Mathematics, 50% like English and 10% like both Mathematics and English. What % of the students like neither English nor Mathematics?​

Answer 1

Answer:

Students like maths=40%

Students like english=50%

Students like both=10%

Total students who only like maths =(40-10)% =30%

Total students who only like english

=(50-10)% =40%

Total no. of students who like english and math=

Tot students who like maths+Tot students who like english +No. of students who like both

=(30+40+10) %

=80%

No of students who like none=

(100-80)%

=20%

Answer 2

The required percentage is 20%.

Step-by-step explanation:

Since we have given that

Percentage of students who like mathematics = 40%

Percentage of students who like english = 50%

Percentage of students who like both = 10%

So, Percentage of students who like either mathematics or english is given by

$40+50-10\\\\\=90-10\\\\=80\%$

So, Percentage of students who neither like english nor mathematics is given by

$100-80=20\%$

Hence, the required percentage is 20%.

# learn more:

In a class of 60 students 42 like Maths, 32 like English, 12 like neither Maths nor English. How many students like both Maths and English

https://brainly.in/question/13140654