WebIn a class of 100 students, 55 students have passed in Maths, 67 passed in Physics. If all the students pass in at least one subject, then the number of students who passed in … WebIn an examination, 70% of the students passed in the Paper I, and 60% of the students passed in the Paper II. 15% of the students failed in both the papers while 270 students passed in both the papers. What is the total number of Students?
In a class 100 students, 55 students have passed in Mathematics …
WebFeb 27, 2024 · Therefore a minimum of 60 students passed physics and chemistry . Similary for C and M , C+M=70+40=110 Therefore a minimum of 20 students passed Chemistry and Maths And for P and M, P+M=120 Therefore a minimum of 30 students passed Physics and Maths. Mimimum value of (PnC + CnM + PnM) = 60+20+30=110 Minimum value of … WebJun 21, 2014 · Since 85 passed math, 60 passed science, there are 145 passes from 120 students. We conclude that 145-120=25 passed both. Hence (b) 120-25=95 passed (or failed) exactly one subject. For (a), 60 passed science, and 25 passed both, so 35 passed science but did not make math. A more mathematical treatment would be: P' (A∪B)=1-P … black eyed peas elevation recensione
In a class of 50 students, each student passed Maths or
WebIn a class 100 students, 55 students have passed in Mathematics and 67 students have passed in Physics. Then the number of students who have passed in physics only Login … WebStudents who passed only in maths = 70-30=40 Students who passed only in statistics = 55-30=25 Probability that students passed in maths = 40/125 Probability that students … WebMar 10, 2024 · The number of students that passed both subjects is 8. Given: Total number of students = 100. No of students that passed in Math = 40. No of students that passed in English = 60. No of students that failed both subjects = 8. To find: The number of students that passed have both subjects. Solution: gamefly edit credit card