CATModern Math > Medium757575 and 969696, respectively757575 and 909090, respectively727272 and 888888, respectively727272 and 808080, respectively✅ Correct Option: 4Related questions:2025 Slot 3In a class of 150 students, 75 students chose physics, 111 students chose mathematics and 40 students chose chemistry. All students chose at least one of the three subjects and at least one student chose all three subjects. The number of students who chose both physics and chemistry is equal to the number of students who chose both chemistry and mathematics, and this is half the number of students who chose both physics and mathematics. The maximum possible number of students who chose physics but not mathematics, isCAT 2020 Slot 2Students in a college have to choose at least two subjects from Chemistry, Mathematics and Physics. The number of students choosing all three subjects is 181818, choosing Mathematics as one of their subjects is 232323 and choosing Physics as one of their subjects is 252525. The smallest possible number of students who could choose Chemistry as one of their subjects isCAT 2018 Slot 2If A={62n−35n−1:n=1,2,3,…}A=\left\{6^{2 n}-35 n-1: n=1,2,3, \ldots\right\}A={62n−35n−1:n=1,2,3,…} and B={35(n−1):n=1,2,3,…}B=\{35(n-1): n=1,2,3, \ldots\}B={35(n−1):n=1,2,3,…} then which of the following is true?