We are given the initial positions of Rakesh and Ankit in a line:
The problem states that Rakesh and Ankit interchange their places. After the interchange, Ankit's new position is 19th from the left.
Since Ankit moved into Rakesh's original spot, this means Rakesh's original position was 19th from the left.
Now we have two pieces of information about Rakesh's original position:
To find the total number of students in the line, we use the formula:
Total Students = (Position from Left) + (Position from Right) - 1
Substituting the values:
Total Students = $19 + 17 - 1$
Total Students = $36 - 1$
Total Students = 35
| Drugs added | No. of colonies | Drugs added | No. of colonies |
|---|---|---|---|
| A | 1156 | CD | 786 |
| B | 1148 | ABC | 30 |
| C | 1161 | ABD | 42 |
| D | 1139 | ACD | 630 |
| AB | 46 | BCD | 36 |
| AC | 640 | ABCD | 30 |
| AD | 942 | ||
| BC | 51 |
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?