The probability that a student will pass Math is 40% and the probability that a student will pass English is 50%. There is a 20% chance that a student will pass both Math and English. What is the probability that a student will pass either Math or English (round your answer to one decimal place)?

In an examination 45% of students passed in math, 36% passed in English and 19% passed in both the subjects. What is the percentage of the students who failed in both the subjects?62%48%38%12%

In a high school geometry class, only half of the class earned a passing grade.  Out of all the students, 45% studied and passed.  What is the probability of the someone having studied, given that they passed?

If an examination 63% of the candidates in English,65% passed in Mathematics, and 27% failed in both subjects.What is the pass percentage?

In a school, 30 % of the students study math and science, 70 % of the students study science. What is the probability of students studying math, given that the student is already studying science.a42.8%42.8%b23.33%23.33%c40%40%d63.8%63.8%

Of 162 students honored at an academic awards banquet, 48 won awards for mathematics and 78 won awards for English. There are 14 students who won awards for both mathematics and English. A student is selected at random for an interview. What is the probability that the student won an award for English or mathematics? Express your first answer as a fraction in simplest form.  Round your percent answer to the nearest tenth.  The probability that the student interviewed won an award for English or mathematics is , or about $\%$%​ .