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In a row at a bus stop, A is 7th from the left and B is 9th from the right. Both of them interchange their positions, and thus A becomes 11th from the left. How many people are there in that row?

  • a)
    18

  • b)
    19

  • c)
    20

  • d)
    21

Correct answer is option 'B'. Can you explain this answer?
Most Upvoted Answer
In a row at a bus stop, A is 7th from the left and B is 9th from the r...
Step 1: Understand the initial positions
  • A is 7th from the left.
  • B is 9th from the right.
Step 2: After interchanging positions
  • A becomes 11th from the left after interchanging with B.
Step 3: Determine B's new position
Since A and B interchange their positions, B's new position will be the original position of A, which was 7th from the left.
Step 4: Find the total number of people in the row
Now, since B is 9th from the right originally and after interchange, A becomes 11th from the left, we can use this information to find the total number of people in the row.
If A is now 11th from the left, and B is originally 9th from the right, the total number of people in the row can be calculated as:
Total number of people=Position of A from the left after interchange+Position of B from the right originally−1
Substitute the values:
Total number of people=11+9−1=19
Final Answer:
The total number of people in the row is 19.
So, the correct answer is:
2. 19
Free Test
Community Answer
In a row at a bus stop, A is 7th from the left and B is 9th from the r...
Explanation:

Given Information:
- A is 7th from the left.
- B is 9th from the right.
- After interchange, A becomes 11th from the left.

Calculating Total Number of People:
- Initially, the total number of people in the row = (Position of A from left) + (Position of B from right) - 1
- Total number of people = 7 + 9 - 1
- Total number of people = 15

Calculating New Position of A:
- After interchange, A becomes 11th from the left.
- Hence, the number of people to the right of A = Total number of people - 11
- Number of people to the right of A = 15 - 11
- Number of people to the right of A = 4

Calculating New Position of B:
- Number of people to the left of B = Total number of people - 4
- Number of people to the left of B = 15 - 4
- Number of people to the left of B = 11

Final Answer:
- Therefore, the total number of people in the row after interchange = Number of people to the left of B + Number of people to the right of A + 1
- Total number of people = 11 + 4 + 1
- Total number of people = 16
Therefore, the correct answer is 16, which is not provided in the options. So, the closest option would be 19, considering the initial count of 15 people in the row.
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In a row at a bus stop, A is 7th from the left and B is 9th from the right. Both of them interchange their positions, and thus A becomes 11th from the left. How many people are there in that row?a)18b)19c)20d)21Correct answer is option 'B'. Can you explain this answer?
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