WebIn an examination 30% of the students failed in Science, 45% of the students failed in Maths and 25% of the students failed in both subjects. Find the % of the students. WebAnswer (1 of 6): Assumption : The figures 30 % and 25 % refer to students who failed only in English and, only in Maths respectively. These figures do not include those who failed in. WebIn an examination 30% of the students have failed in Mathematics, 20% of the students have failed in Chemistry and 10% have failed in both Mathematics and Chemistry. A.
In An Examination 30 Of The Students Failed In Science, In an examination 40% of the students failed in Math, 50% of the students failed in English, 30% of, 10.19 MB, 07:25, 1,309, Raghav Maths, 2021-11-24T13:33:35.000000Z, 19, In an exam 30% of the students. failed in science, 45% of students, www.quora.com, 602 x 803, jpeg, students failed, 20, in-an-examination-30-of-the-students-failed-in-science, KAMPION
WebTotal percentage of students who failed in only maths = (20 — 13) percent = 7 percent. Total percentage of students who failed in only science = (28 — 13) percent = 15. WebC : Set of students failed in Hindi. Then. n(A) = 40. n(B) = 30. n(C) = 50. Using. Therefore, the students that are failed in either of the subjects = 60%. Hence,. WebIn an examination, 30% of students have failed in subject I, 20% of the students have failed in subject II and 10% have failed in both subject I and subject II. A student is selected. Web30% of the students failed in maths. 40% failed in science. 25% failed in both the subjects. Then, Total failed = 30 + 40 - 25 = 45 %. Then, Passed = 100 % - 45. WebIn an examination, 30% of total students failed in Hindi. 45% failed in English and 20% failed in both subjects. Find the percentage of those who passed in both the subjects.. WebQuestion 1073549: In an examination, 24% of the students failed in Math and 33% in Science. If 9% of the students failed in both subjects, find the percent of the students. WebPercentage of students failed only in English = 30% - 27% = 3 % Also given : In a examination 35% students failed in G.K. and 27 % failed in English and G.K. , So. WebAround 58% of those who failed one subject went on to fail again, in the same subject or another in the course. Our statistical analysis showed students who failed one.
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. In an examination 40% of the students failed in Math, 50% of the students failed in English, 30% of the students failed in Hindi. If 25% of the students failed in Math and English, 15% of the students failed in English and Hindi. 22% of the students failed in Math and Hindi and 13% of the students failed in all three subjects. Then find the % of students who passed in all three subjects? (a) 35% (b) 29% (c) 60% (d) 71%
Venn Diagram concepts tricks and questions.
Welcome to Raghav Maths Venn Diagram tutorial, today in this session of Venn diagram we will se pictorial representation of Venn Diagram reasoning, you will also see Venn Diagram reasoning tricks, this tutorial is also helpful for Venn Diagram reasoning for SSC GD. I have discussed very important Venn Diagram Maths question.
In this question threre are three subjects in an examination Maths, English and Hindi, 40% of the students failed in Math, 50% of the students failed in English, 30% of the students failed in Hindi. If 25% of the students failed in Math and English, 15% of the students failed in English and Hindi. 22% of the students failed in Math and Hindi and 13% of the students failed in all three subjects. Then we have to find the percentage of students who passed in all three subjects.
percentage of students failed in one subject = 6+6+23 = 35%
percentage of students failed in two subjects = 12 + 9 + 2 = 23%
percentage of students failed in three subjects = 13 %
So, total percentage of failed students = 35 + 23 + 13 = 71%
So percentage of students who passed in all subjects = 100 – 71 = 29%
This is 3 set Venn diagram question. Venn Diagram questions having 3 set are being asked commonly in many competitive exams. These are also 3d Venn Diagram question.
I hope this question will be helpful for coming SBI PO, UP Police SI exam, IBPS Bank PO and clerk exam. this Venn diagram question is also very important for TCS NQT and campus placement exams.
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