Can everything he proved in Physics?

Choose the correct one : Everything can be measured is physical quantity/ Fundamental quantity/ Derived quantity

In a college, 70% students pass in Physics, 75% students pass in Mathematics and 10% students fail in both. One student is chosen at random. What is the probability that (1) he passes in Physics and Mathematics? he passes in Mathematics, given that he passes in Physics?

In a college, 70% students pass in Physics, 75% pass in Mathematics and 10% students fail in both. One student is chosen at random. What is the probability that (i) He passes in Physics and Mathematics (ii) He passes in Mathematics given that he passes in Physics (iii) He passes in Physics given that he passes in Mathematics.

For a group of students,30%,40% and 50% failed in Physics,Chemistry and at least one of the two subjects respectively.If an examinee is selected at random,what is the probability that he passed in Physics if it is known that he failed in Chemistry?

In a college, 70% students pass in Physics, 75% pass in Mathematics and 10% students fail in both. One student is chosen at random. What is the probability that: He passes in Mathematics given that he passes in Physics.

In a school 25% students are failed in Mathematics, 15% in Physics and 5% students fail in both Mathematics and Physics. A student is selected at random. (i) If he is fail in Physics, find the probability that he is fail in Mathematics. (ii) If he is fail in Mathematics, find the probability that he in fail in Physics. (iii) Find the probability that he is fail either in Mathematics or in Physics.

In a school 25% students are failed in Mathematics, 15% in Physics and 5% students fail in both Mathematics and Physics. A student is selected at random. (i) If he is fail in Physics, find the probability that he is fail in Mathematics. (ii) If he is fail in Mathematics, find the probability that he in fail in Physics. (iii) Find the probability that he is fail either in Mathematics or in Physics.

In a college, 70% students pass in Physics, 75% students pass in Mathematics and 10% students fail in both. One student is chosen at random. What is the probability that (1) he passes in Physics and Mathematics? he passes in Physics, given that he passes in Mathematics?