Asked by Sakyi Richard
in a class, 156 students study science and mathematics.if they passed at least one subject and twice as many passed science as many passed mathematics and 75 passed in mathematics subjects, find how many passed in mathematics only.
Answers
Answered by
Reiny
Use a Venn diagram, showing two overlapping circles labelled M and S
From your data 75 passed Math and twice that many or 150 passed Science
Let x be the number who passed both
so after filling in the data on the Venn,
(75-x) + x + (150-x) = 156
x = 69
take it from there
From your data 75 passed Math and twice that many or 150 passed Science
Let x be the number who passed both
so after filling in the data on the Venn,
(75-x) + x + (150-x) = 156
x = 69
take it from there
Answered by
Paul
Can you work it for me, please
Please can you work it for me
Please can you work it for me
Answered by
Anonymous
Please
Answered by
Eugene
My name is eugene
Answered by
Eugene
The solution of the question
Answered by
Opoku Afriyie
Can you do it for me
Answered by
Zakia
Toputitinthevenndiagram
Answered by
Blessing
Yes of course.The number of people who study only mathematics is 6
There are no AI answers yet. The ability to request AI answers is coming soon!
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.