Let's consider the statement 2: Anjali waited for 30 minutes for Chitra to finish Ride-1 before taking it at 11 am, which was the only time she had to wait for a ride.
Given that Chitra spent Rs 50, took Ride-1 at 10 am for Rs 20, and left at 11 am, it follows that she must have taken Ride-3 at 9 am.
Chitra's ride schedule:
| Ride-3 | Ride-1 | |
| Time | 9am - 10am | 10am - 11am |
| Cost | Rs 30 | Rs 20 |
Anjali could not have gone on Ride-3 at 10 am, as she was waiting from 10:30 am before taking Ride-1. Therefore, both Chitra and Anjali spent Rs 50 before 12:15 pm.
Since Anjali only waited for Ride-1, she must have taken it at 11 am, and she began Ride-3 at 12 pm.
Anjali's initial rides:
| Ride-1 | Ride-3 | |
| Time | 11am - 12pm | 12pm - 1pm |
| Cost | Rs 20 | Rs 30 |
Given that Bipasha's first ride began at 11:30 am and they collectively spent Rs 50 before 12:15 pm, it follows that her initial ride must have been Ride-2, which costs Rs 50.
Bipasha's first ride:
| Ride-2 | |
| Time | 11:30am - 12:30pm |
| Cost | Rs 50 |
Since Ride-3 ends at 1 pm, Anjali's final ride will either be Ride-2 or Ride-4. Given Statement 4, where Anjali and Bipasha took the same final ride, and Bipasha rode it after Anjali, Ride-2 cannot be their last ride.
Hence, the last ride of both Anjali and Bipasha will be Ride-4.
Full schedule for Anjali:
| Ride-1 | Ride-3 | Ride-2 | Ride-4 | |
| Time | 11am - 12pm | 12pm - 1pm | 1pm - 2pm | 2pm - 3pm |
| Cost | Rs 20 | Rs 30 | Rs 50 | Rs 40 |
Given that Bipasha's final ride was Ride-4 and she had a 1.5-hour gap before it, she must have taken one ride between Ride-2 and Ride-4. As Ride-3 closes at 1 pm, her only option is Ride-1.
Full schedule for Bipasha:
| Ride-2 | Ride-1 | Break | Waiting | Ride-4 | |
| Time | 11:30am - 12:30pm | 12:30pm - 1:30pm | 1:30pm - 2:30pm | 2:30pm - 3pm | 3pm - 4pm |
| Cost | Rs 50 | Rs 20 | Rs 40 |
Hence, Anjali completed a total of 4 rides, out of which 3 were completed by 2pm.
So, the correct option is (A): Ride-1, Ride-2, and Ride-3.
Let's consider Statement 2: Anjali waited for 30 minutes for Chitra to finish Ride-1 before taking it at 11 am, which was the only time she had to wait for a ride.
Given that Chitra spent Rs 50, took Ride-1 at 10 am for Rs 20, and left at 11 am, it follows that she must have taken Ride-3 at 9 am.
So, we get the table for Chitra as follows:
| Ride 3 | Ride 1 | |
|---|---|---|
| Time | 9am - 10am | 10am - 11am |
| Cost | Rs. 30 | Rs. 20 |
Anjali could not have gone on Ride-3 at 10 am, as she was waiting from 10:30 am before taking Ride-1.
Since Anjali only waited for Ride-1, she must have taken it at 11 am, and began Ride-3 at 12 pm.
| Ride-1 | Ride-3 | |
|---|---|---|
| Time | 11am - 12pm | 12pm - 1pm |
| Cost | Rs. 20 | Rs. 30 |
Given that Bipasha's first ride began at 11:30 am and she had spent Rs 50 before 12:15 pm, her initial ride must have been Ride-2 (Rs 50).
| Ride-2 | |
|---|---|
| Time | 11:30am - 12:30pm |
| Cost | Rs. 50 |
Since Ride-3 ends at 1 pm, Anjali’s final ride will either be Ride-2 or Ride-4.
Given Statement 4 (Anjali and Bipasha took the same final ride, and Bipasha rode it after Anjali), Ride-2 cannot be the final ride.
So, their final ride must be Ride-4.
| Ride-1 | Ride-3 | Ride-2 | Ride-4 | |
|---|---|---|---|---|
| Time | 11am - 12pm | 12pm - 1pm | 1pm - 2pm | 2pm - 3pm |
| Cost | Rs. 20 | Rs. 30 | Rs. 50 | Rs. 40 |
Bipasha's final ride was Ride-4, and she had a 1.5-hour gap before it. Ride-3 was unavailable after 1 pm, so her only mid-ride option was Ride-1.
| Ride-2 | Ride-1 | Break | Waiting Time | Ride-4 | |
|---|---|---|---|---|---|
| Time | 11:30am - 12:30pm | 12:30pm - 1:30pm | 1:30pm - 2:30pm | 2:30pm - 3:00pm | 3:00pm - 4:00pm |
| Cost | Rs. 50 | Rs. 20 | Rs. 40 |
From the above tables, we find that only Ride-1 was taken by all three visitors.
Correct Option: (A) Ride-1
Let's consider Statement 2: Anjali waited for 30 minutes for Chitra to finish Ride-1 before taking it at 11 am, which was the only time she had to wait for a ride. Given that Chitra spent Rs 50, took Ride-1 at 10 am for Rs 20, and left at 11 am, it follows that she must have taken Ride-3 at 9 am.
| Ride 3 | Ride 1 | |
|---|---|---|
| Time | 9am - 10am | 10am - 11am |
| Cost | Rs. 30 | Rs. 20 |
Anjali could not have gone on Ride-3 at 10 am, as she was waiting from 10:30 am before taking Ride-1. Therefore, both Chitra and Anjali spent Rs 50 before 12:15 pm. Since Anjali only waited for Ride-1, she must have taken it at 11 am, and then began Ride-3 at 12 pm.
| Ride-1 | Ride-3 | |
|---|---|---|
| Time | 11am - 12pm | 12pm - 1pm |
| Cost | Rs. 20 | Rs. 30 |
Given that Bipasha's first ride began at 11:30 am and she had spent Rs 50 by 12:15 pm, her first ride must have been Ride-2.
| Ride-2 | |
|---|---|
| Time | 11:30am - 12:30pm |
| Cost | Rs. 50 |
Since Ride-3 ends at 1 pm, Anjali’s final ride would either be Ride-2 or Ride-4. Given that Anjali and Bipasha took the same final ride and Bipasha rode it after Anjali, Ride-2 can't be their last ride. So, the final ride must be Ride-4.
| Ride-1 | Ride-3 | Ride-2 | Ride-4 | |
|---|---|---|---|---|
| Time | 11am - 12pm | 12pm - 1pm | 1pm - 2pm | 2pm - 3pm |
| Cost | Rs. 20 | Rs. 30 | Rs. 50 | Rs. 40 |
Bipasha's final ride was Ride-4 and she had a 1.5-hour gap before it. She must have taken one ride between Ride-2 and Ride-4. Ride-3 is closed by 1 pm, so she could only take Ride-1.
| Ride-2 | Ride-1 | Break | Waiting | Ride-4 | |
|---|---|---|---|---|---|
| Time | 11:30am - 12:30pm | 12:30pm - 1:30pm | 1:30pm - 2:30pm | 2:30pm - 3:00pm | 3:00pm - 4:00pm |
| Cost | Rs. 50 | Rs. 20 | Rs. 40 |
From the tables, we conclude:
Anjali took 4 rides
Chitra took 2 rides
Answer: 6
Let's analyze the rides and costs for each person based on the clues provided:
| Ride | Time | Cost |
|---|---|---|
| Ride 3 | 9am - 10am | Rs. 30 |
| Ride 1 | 10am - 11am | Rs. 20 |
Total: Rs. 50
| Ride | Time | Cost |
|---|---|---|
| Ride 1 | 11am - 12pm | Rs. 20 |
| Ride 3 | 12pm - 1pm | Rs. 30 |
| Ride 2 | 1pm - 2pm | Rs. 50 |
| Ride 4 | 2pm - 3pm | Rs. 40 |
Total Anjali Spent: Rs. 140
| Ride | Time | Cost |
|---|---|---|
| Ride 2 | 11:30am - 12:30pm | Rs. 50 |
| Ride 1 | 12:30pm - 1:30pm | Rs. 20 |
| Break | 1:30pm - 2:30pm | - |
| Wait | 2:30pm - 3:00pm | - |
| Ride 4 | 3pm - 4pm | Rs. 40 |
Answer: Rs. 140 (Total amount Anjali spent)
Bipasha spent a total amount of Rs. 110 on tickets for three rides. Let's determine which three rides Bipasha took based on the information provided:
Hence, Bipasha's total expenses are: Ride-1 (Rs. 20) + Ride-3 (Rs. 30) + Ride-4 (Rs. 40) = Rs. 110.
Bipasha spent Rs. 110 on all rides.
A train travels from Station A to Station E, passing through stations B, C, and D, in that order. The train has a seating capacity of 200. A ticket may be booked from any station to any other station ahead on the route, but not to any earlier station. A ticket from one station to another reserves one seat on every intermediate segment of the route. For example, a ticket from B to E reserves a seat in the intermediate segments B– C, C– D, and D–E. The occupancy factor for a segment is the total number of seats reserved in the segment as a percentage of the seating capacity. The total number of seats reserved for any segment cannot exceed 200. The following information is known. 1. Segment C– D had an occupancy factor of 952. Exactly 40 tickets were booked from B to C and 30 tickets were booked from B to E. 3. Among the seats reserved on segment D– E, exactly four-sevenths were from stations before C. 4. The number of tickets booked from A to C was equal to that booked from A to E, and it was higher than that from B to E. 5. No tickets were booked from A to B, from B to D and from D to E. 6. The number of tickets booked for any segment was a multiple of 10.