Question

50 students took exams in MATH and English of the students did not pass of the subject: 10 passed English only and 7 passed Maths only .By drawing a venn diagram find the? i. Number of students who passed both English and math.ii. total number of students who passed English

Answers

  1. Based on the number of students who took exams in both Math and English, the number that passed each subject and those who failed, the number of students who passed both subjects is 20 students.
    The total number of students who passed English is 30 students.

    What number of students passed both subjects?

    The number that passed both subjects can be found as:
    = Total number of students – students who passed English only – Students who passed math only – Students who failed both subjects
    = 50 – 10 – 7 – 13
    = 20 students

    What number of students passed English in total?

    This can be found as:
    = Number of students who passed both subjects + Number of students who passed English only
    = 20 + 10
    = 30 students
    Missing detail in question:
    …and English. Of the students, 13 did not pass any of the subjects.
    Find out more on Venn diagrams at https://brainly.com/question/24197295.
    #SPJ1

    Reply

Leave a Comment