Bobby tutors students in groups of 8. Meanwhile, Polly tutors students in groups of 12. While discussing their work, the tutors realize that they both work with the same total number of students. What is the smallest number of students each can have?

Florence tutors students in groups of 18. Meanwhile, Harold tutors students in groups of 13. While discussing their work, the tutors realize that they both work with the same total number of students. What is the smallest number of students each can have?

A school in rural area has got very tiny classroom where a particular set of students are made to stand in rows of 8, 12 or 14 each. What will be the least number of students who can be occupied in the classroom?

In a maths tutorial, some of the students did maths games and the rest of the students did problem solving. The students doing maths games worked in groups of 3 The students doing problem solving worked in groups of 5 There were 7 groups altogether. How many students were at the tutorial?

At a school event, adults are seated in groups of exactly 2 and children are seated in groups of exactly 12. If there are the same number of adults as children, what is the minimum number of adults attending?

Rob realizes that the number on the classroom door is divisible by 12, and his classmate points out that it is also divisible by 13. What is the smallest possible number that could be on the classroom door?