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A Taxi Leaves The Station X For A Station Y In Every 10mins . Simulatneously A Taxi Leaves For Station X From Y . The Taxis Move At The Same Constant Speed And Go From X to Y And Vice Versa In2hrs. How Many Taxis Coming From The Other Side Will Each Taxi Meet Enroute From Y to X?
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A Taxi Leaves The Station X For A Station Y In Every 10mins . Simulatn...
**Solution:**
To solve this problem, let's break it down into smaller steps:
**Step 1: Determine the time taken by each taxi to travel from X to Y and vice versa:**
Given that each taxi takes 2 hours to travel from X to Y and vice versa, we can conclude that the total time taken by each taxi for a one-way journey is 2 hours/2 = 1 hour.
**Step 2: Determine the number of taxis that leave from X to Y in 1 hour:**
Since a taxi leaves the station X for station Y every 10 minutes, we can calculate the number of taxis leaving in 1 hour by dividing 60 minutes (1 hour) by 10 minutes, which gives us 6 taxis.
**Step 3: Determine the number of taxis that leave from Y to X in 1 hour:**
Since a taxi leaves the station Y for station X simultaneously with the taxi leaving from X to Y, the number of taxis leaving from Y to X in 1 hour will also be 6.
**Step 4: Determine the number of taxis each taxi will meet en route from Y to X:**
To find the number of taxis each taxi will meet en route from Y to X, we need to consider the time it takes for each taxi to travel from X to Y.
Since each taxi takes 1 hour to travel from X to Y, the number of taxis each taxi will meet en route from Y to X will be the number of taxis leaving from X to Y in 1 hour, which is 6.
Therefore, each taxi will meet 6 taxis coming from the other side en route from Y to X.
**Conclusion:**
Each taxi will meet 6 taxis coming from the other side en route from Y to X.
To solve this problem, let's break it down into smaller steps:
**Step 1: Determine the time taken by each taxi to travel from X to Y and vice versa:**
Given that each taxi takes 2 hours to travel from X to Y and vice versa, we can conclude that the total time taken by each taxi for a one-way journey is 2 hours/2 = 1 hour.
**Step 2: Determine the number of taxis that leave from X to Y in 1 hour:**
Since a taxi leaves the station X for station Y every 10 minutes, we can calculate the number of taxis leaving in 1 hour by dividing 60 minutes (1 hour) by 10 minutes, which gives us 6 taxis.
**Step 3: Determine the number of taxis that leave from Y to X in 1 hour:**
Since a taxi leaves the station Y for station X simultaneously with the taxi leaving from X to Y, the number of taxis leaving from Y to X in 1 hour will also be 6.
**Step 4: Determine the number of taxis each taxi will meet en route from Y to X:**
To find the number of taxis each taxi will meet en route from Y to X, we need to consider the time it takes for each taxi to travel from X to Y.
Since each taxi takes 1 hour to travel from X to Y, the number of taxis each taxi will meet en route from Y to X will be the number of taxis leaving from X to Y in 1 hour, which is 6.
Therefore, each taxi will meet 6 taxis coming from the other side en route from Y to X.
**Conclusion:**
Each taxi will meet 6 taxis coming from the other side en route from Y to X.
Community Answer
A Taxi Leaves The Station X For A Station Y In Every 10mins . Simulatn...
120/10=12-1=11 thats the total no...
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A Taxi Leaves The Station X For A Station Y In Every 10mins . Simulatneously A Taxi Leaves For Station X From Y . The Taxis Move At The Same Constant Speed And Go From X to Y And Vice Versa In2hrs. How Many Taxis Coming From The Other Side Will Each Taxi Meet Enroute From Y to X?
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A Taxi Leaves The Station X For A Station Y In Every 10mins . Simulatneously A Taxi Leaves For Station X From Y . The Taxis Move At The Same Constant Speed And Go From X to Y And Vice Versa In2hrs. How Many Taxis Coming From The Other Side Will Each Taxi Meet Enroute From Y to X? for NEET 2024 is part of NEET preparation. The Question and answers have been prepared according to the NEET exam syllabus. Information about A Taxi Leaves The Station X For A Station Y In Every 10mins . Simulatneously A Taxi Leaves For Station X From Y . The Taxis Move At The Same Constant Speed And Go From X to Y And Vice Versa In2hrs. How Many Taxis Coming From The Other Side Will Each Taxi Meet Enroute From Y to X? covers all topics & solutions for NEET 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for A Taxi Leaves The Station X For A Station Y In Every 10mins . Simulatneously A Taxi Leaves For Station X From Y . The Taxis Move At The Same Constant Speed And Go From X to Y And Vice Versa In2hrs. How Many Taxis Coming From The Other Side Will Each Taxi Meet Enroute From Y to X?.
A Taxi Leaves The Station X For A Station Y In Every 10mins . Simulatneously A Taxi Leaves For Station X From Y . The Taxis Move At The Same Constant Speed And Go From X to Y And Vice Versa In2hrs. How Many Taxis Coming From The Other Side Will Each Taxi Meet Enroute From Y to X? for NEET 2024 is part of NEET preparation. The Question and answers have been prepared according to the NEET exam syllabus. Information about A Taxi Leaves The Station X For A Station Y In Every 10mins . Simulatneously A Taxi Leaves For Station X From Y . The Taxis Move At The Same Constant Speed And Go From X to Y And Vice Versa In2hrs. How Many Taxis Coming From The Other Side Will Each Taxi Meet Enroute From Y to X? covers all topics & solutions for NEET 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for A Taxi Leaves The Station X For A Station Y In Every 10mins . Simulatneously A Taxi Leaves For Station X From Y . The Taxis Move At The Same Constant Speed And Go From X to Y And Vice Versa In2hrs. How Many Taxis Coming From The Other Side Will Each Taxi Meet Enroute From Y to X?.
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