To solve the problem, we need to determine A's rank in the entire class based on the given information about her and B's ranking among the girls and boys separately.
Step 1: Determine Total Number of Girls
A ranks 10th from both the top and the bottom among the girls, which implies that:
Step 2: Determine Total Number of Boys
B's ranking among the boys is given as 6th from the top and 16th from the bottom. Therefore:
Step 3: Calculate Total Number of Students in the Class
Adding the number of girls and boys together gives us:
Step 4: Determine A and B's Positions in the Entire Class
Step 5: A is Ahead of B in the Merit Order
A is immediately ahead of B, meaning A takes the 25th position in the overall order of 40 students.
Conclusion: Find A's Rank from the Top and Bottom
Therefore, A's rank in the entire class is 15th from the top and 26th from the bottom.
Each of P, Q, R, S, T, U and V has an exam on a different day of a week, starting from Monday and ending on Sunday of the same week. U has an exam on Friday. Only 2 people have exams between U and R. V has an exam immediately before Q and T has an exam immediately after S. Only 2 people have exams between P and Q. Who has an exam on Sunday?