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Ahmedabad and Surat are 250 Kms apart. One day, Ambika starts travelling from Ahmedabad towards Surat at 9:00 AM. at a speed of 50 kmph. One hour later, Bhanu starts from Surat to travel to Ahmedabad. If they meet at 12:00 noon on that day, what is the speed of Bhanu?
- a)40 KMPH
- b)60 KMPH
- c)50KMPH
- d)45 KMPH
Correct answer is option 'C'. Can you explain this answer?
Most Upvoted Answer
Ahmedabad and Surat are 250 Kms apart. One day, Ambika starts travell...
Since, the distance between Ahmedabad and Surat is 250 km. So, at 12:00 both of them together cover a distance of 250 KMs.
For Ambika, from 9:00 am to 12:00 noon, distance travelled = Speed x time= 50 x 3 = 150 KMs.
Bhanu starts at 10:00 am and covers the remaining distance in 2 hours.
Remaining distance= (250-150) Kms = 100 Kms.
Therefore Speed of Bhanu = Distance / Time = 100/2 = 50 Kmph
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Ahmedabad and Surat are 250 Kms apart. One day, Ambika starts travell...
Given:
- Distance between Ahmedabad and Surat = 250 km
- Ambika starts from Ahmedabad towards Surat at 9:00 AM with a speed of 50 kmph.
- Bhanu starts from Surat towards Ahmedabad one hour later.
To find:
- The speed of Bhanu.
Let's analyze the situation step by step.
1. Time taken by Ambika to reach the meeting point:
- Ambika starts at 9:00 AM and travels for 3 hours until 12:00 noon.
- Therefore, the time taken by Ambika to reach the meeting point = 3 hours.
2. Time taken by Bhanu to reach the meeting point:
- Bhanu starts one hour later than Ambika, i.e., at 10:00 AM.
- Bhanu also reaches the meeting point at 12:00 noon, which means he travels for 2 hours.
- Therefore, the time taken by Bhanu to reach the meeting point = 2 hours.
3. Distance covered by Ambika and Bhanu:
- Since they meet at the halfway point, Ambika and Bhanu each cover half the distance between Ahmedabad and Surat.
- Distance covered by Ambika = (1/2) * 250 km = 125 km
- Distance covered by Bhanu = (1/2) * 250 km = 125 km
4. Speed of Bhanu:
- Speed = Distance / Time
- Speed of Bhanu = Distance covered by Bhanu / Time taken by Bhanu
- Speed of Bhanu = 125 km / 2 hours = 62.5 kmph
Therefore, the speed of Bhanu is 62.5 kmph, which is approximately equal to 60 kmph (option B).
- Distance between Ahmedabad and Surat = 250 km
- Ambika starts from Ahmedabad towards Surat at 9:00 AM with a speed of 50 kmph.
- Bhanu starts from Surat towards Ahmedabad one hour later.
To find:
- The speed of Bhanu.
Let's analyze the situation step by step.
1. Time taken by Ambika to reach the meeting point:
- Ambika starts at 9:00 AM and travels for 3 hours until 12:00 noon.
- Therefore, the time taken by Ambika to reach the meeting point = 3 hours.
2. Time taken by Bhanu to reach the meeting point:
- Bhanu starts one hour later than Ambika, i.e., at 10:00 AM.
- Bhanu also reaches the meeting point at 12:00 noon, which means he travels for 2 hours.
- Therefore, the time taken by Bhanu to reach the meeting point = 2 hours.
3. Distance covered by Ambika and Bhanu:
- Since they meet at the halfway point, Ambika and Bhanu each cover half the distance between Ahmedabad and Surat.
- Distance covered by Ambika = (1/2) * 250 km = 125 km
- Distance covered by Bhanu = (1/2) * 250 km = 125 km
4. Speed of Bhanu:
- Speed = Distance / Time
- Speed of Bhanu = Distance covered by Bhanu / Time taken by Bhanu
- Speed of Bhanu = 125 km / 2 hours = 62.5 kmph
Therefore, the speed of Bhanu is 62.5 kmph, which is approximately equal to 60 kmph (option B).
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Ahmedabad and Surat are 250 Kms apart. One day, Ambika starts travelling from Ahmedabad towards Surat at 9:00 AM. at a speed of 50 kmph. One hour later, Bhanu starts from Surat to travel to Ahmedabad. If they meet at 12:00 noon on that day, what is the speed of Bhanu?a)40 KMPHb)60 KMPHc)50KMPHd)45 KMPHCorrect answer is option 'C'. Can you explain this answer?
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