the answer is 75 0/0
Source: I was on a game and I guessed 75 and then It said I was correct
Answer:100% (all students who took the test).Since 27% failed in both, then 73% are remained to be discussed.Since 70% passed in English, 65% passed in Math and 27% failed in both,Then, failed in English = (100% - 70%) = 30%.Failed only in English = 30% - 27% = 3%.Failed in Math = (100% - 65%) = 35%.Failed only in Math = 35% - 27% = 8%.So total % of students failed = failed in both subjects + failed in English only + failed in Math only = 27% + 3% + 8%= 38%.So passed in both subjects = 100% - 38% = 62%.Answer: In that exam 62% passed in both subjects.
20%
12.5%
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"In a class of 150 students 70 passed in physics and 90 passed in statistics10 failed in both the subjectsThen what percentage of students who passed in atleast one subject failed only in statistic?" OPtions: A. 70 B. 35 C. 280 D. 40
64%
% of students who passed = 13/19 * 100% = 68.42%
Answer:100% (all students who took the test).Since 27% failed in both, then 73% are remained to be discussed.Since 70% passed in English, 65% passed in Math and 27% failed in both,Then, failed in English = (100% - 70%) = 30%.Failed only in English = 30% - 27% = 3%.Failed in Math = (100% - 65%) = 35%.Failed only in Math = 35% - 27% = 8%.So total % of students failed = failed in both subjects + failed in English only + failed in Math only = 27% + 3% + 8%= 38%.So passed in both subjects = 100% - 38% = 62%.Answer: In that exam 62% passed in both subjects.
Using set theory let A contain the students who failed mathematics (50) and B contain the students that failed English (30). Now set A and B intersect so they share the same students (5). Therefore the students who passed both subjects is the complement of the union of the sets. ~(AUB)=~(A+B-AintersectB)=100-(50+30-5)=25 students.
20%
140
30
100% (all students who took the test). Since 35% failed in both, then 65% are remained to be discussed. Since 65% passed in English and 25% passed in Marathi, then 25% passed in both, that is 40% passed the English test but didn't pass the Marathi test. For example, if there are 100 students who took the tests, 35 failed both, so we have to discuss about the other 65 students. All of them passed the English test, and only 25 of them passed the Marathi test. So only 25 students passed both.
Usually 70 or higher is passing. Some universities use 65 or higher though.
Students who are failed in two subjects of the Six subjects or failed in any one of the main 5 subjects are placed in compartment in those subjects provided that he/she passed the internal assessment.
It passed the House but failed to pass in the Senate.