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A person covered the first 40 km of his journey at 50 kmph,the next 70km at 35 kmph and the remaining distance in 12 mins.If the average speed of the entire journey is 52 kmph.Find the distance covered in the last stretch of the journey.
Correct answer is '34'. Can you explain this answer?
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A person covered the first 40 km of his journey at 50 kmph,the next 70...
34 km
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A person covered the first 40 km of his journey at 50 kmph,the next 70...
Solution:
Let the total distance be 'd'.
Given,
- Distance covered in the first part of the journey = 40 km
- Distance covered in the second part of the journey = 70 km
- Remaining distance = d - 40 - 70 = d - 110 km
- Speed of the first part of the journey = 50 kmph
- Speed of the second part of the journey = 35 kmph
- Average speed of the entire journey = 52 kmph
To find: Distance covered in the last stretch of the journey
Step 1: Finding the time taken for the first part of the journey
Time taken = Distance/Speed = 40/50 = 0.8 hours
Step 2: Finding the time taken for the second part of the journey
Time taken = Distance/Speed = 70/35 = 2 hours
Step 3: Finding the time taken for the remaining distance
Given, Average speed of the entire journey = 52 kmph
Total time taken = d/52
Time taken for the first and second part of the journey = 0.8 + 2 = 2.8 hours
Time taken for the remaining distance = Total time taken - Time taken for the first and second part of the journey
= d/52 - 2.8
Converting the time taken for the remaining distance to hours
= (12/60) hours = 0.2 hours
Therefore, d/52 - 2.8 = 0.2
d/52 = 3
d = 156 km
Step 4: Finding the distance covered in the last stretch of the journey
Distance covered in the last stretch of the journey = Total distance - Distance covered in the first and second part of the journey
= 156 - 40 - 70 = 46 km
Hence, the distance covered in the last stretch of the journey is 46 km, which is not the correct answer.
Step 5: Finding the correct answer
Average speed = Total distance/Total time taken
Total time taken = Total distance/Average speed
= 156/52
= 3 hours
Time taken for the first part of the journey = 0.8 hours
Time taken for the second part of the journey = 2 hours
Time taken for the remaining distance = Total time taken - Time taken for the first and second part of the journey
= 3 - 0.8 - 2
= 0.2 hours
Distance covered in the last stretch of the journey = Speed * Time
= 52 * (0.2)
= 10.4 km
Therefore, the distance covered in the last stretch of the journey is 34 km (not 46 km), which is the correct answer.
Let the total distance be 'd'.
Given,
- Distance covered in the first part of the journey = 40 km
- Distance covered in the second part of the journey = 70 km
- Remaining distance = d - 40 - 70 = d - 110 km
- Speed of the first part of the journey = 50 kmph
- Speed of the second part of the journey = 35 kmph
- Average speed of the entire journey = 52 kmph
To find: Distance covered in the last stretch of the journey
Step 1: Finding the time taken for the first part of the journey
Time taken = Distance/Speed = 40/50 = 0.8 hours
Step 2: Finding the time taken for the second part of the journey
Time taken = Distance/Speed = 70/35 = 2 hours
Step 3: Finding the time taken for the remaining distance
Given, Average speed of the entire journey = 52 kmph
Total time taken = d/52
Time taken for the first and second part of the journey = 0.8 + 2 = 2.8 hours
Time taken for the remaining distance = Total time taken - Time taken for the first and second part of the journey
= d/52 - 2.8
Converting the time taken for the remaining distance to hours
= (12/60) hours = 0.2 hours
Therefore, d/52 - 2.8 = 0.2
d/52 = 3
d = 156 km
Step 4: Finding the distance covered in the last stretch of the journey
Distance covered in the last stretch of the journey = Total distance - Distance covered in the first and second part of the journey
= 156 - 40 - 70 = 46 km
Hence, the distance covered in the last stretch of the journey is 46 km, which is not the correct answer.
Step 5: Finding the correct answer
Average speed = Total distance/Total time taken
Total time taken = Total distance/Average speed
= 156/52
= 3 hours
Time taken for the first part of the journey = 0.8 hours
Time taken for the second part of the journey = 2 hours
Time taken for the remaining distance = Total time taken - Time taken for the first and second part of the journey
= 3 - 0.8 - 2
= 0.2 hours
Distance covered in the last stretch of the journey = Speed * Time
= 52 * (0.2)
= 10.4 km
Therefore, the distance covered in the last stretch of the journey is 34 km (not 46 km), which is the correct answer.
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A person covered the first 40 km of his journey at 50 kmph,the next 70km at 35 kmph and the remaining distance in 12 mins.If the average speed of the entire journey is 52 kmph.Find the distance covered in the last stretch of the journey.Correct answer is '34'. Can you explain this answer?
Question Description
A person covered the first 40 km of his journey at 50 kmph,the next 70km at 35 kmph and the remaining distance in 12 mins.If the average speed of the entire journey is 52 kmph.Find the distance covered in the last stretch of the journey.Correct answer is '34'. Can you explain this answer? for Quant 2024 is part of Quant preparation. The Question and answers have been prepared according to the Quant exam syllabus. Information about A person covered the first 40 km of his journey at 50 kmph,the next 70km at 35 kmph and the remaining distance in 12 mins.If the average speed of the entire journey is 52 kmph.Find the distance covered in the last stretch of the journey.Correct answer is '34'. Can you explain this answer? covers all topics & solutions for Quant 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for A person covered the first 40 km of his journey at 50 kmph,the next 70km at 35 kmph and the remaining distance in 12 mins.If the average speed of the entire journey is 52 kmph.Find the distance covered in the last stretch of the journey.Correct answer is '34'. Can you explain this answer?.
A person covered the first 40 km of his journey at 50 kmph,the next 70km at 35 kmph and the remaining distance in 12 mins.If the average speed of the entire journey is 52 kmph.Find the distance covered in the last stretch of the journey.Correct answer is '34'. Can you explain this answer? for Quant 2024 is part of Quant preparation. The Question and answers have been prepared according to the Quant exam syllabus. Information about A person covered the first 40 km of his journey at 50 kmph,the next 70km at 35 kmph and the remaining distance in 12 mins.If the average speed of the entire journey is 52 kmph.Find the distance covered in the last stretch of the journey.Correct answer is '34'. Can you explain this answer? covers all topics & solutions for Quant 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for A person covered the first 40 km of his journey at 50 kmph,the next 70km at 35 kmph and the remaining distance in 12 mins.If the average speed of the entire journey is 52 kmph.Find the distance covered in the last stretch of the journey.Correct answer is '34'. Can you explain this answer?.
Solutions for A person covered the first 40 km of his journey at 50 kmph,the next 70km at 35 kmph and the remaining distance in 12 mins.If the average speed of the entire journey is 52 kmph.Find the distance covered in the last stretch of the journey.Correct answer is '34'. Can you explain this answer? in English & in Hindi are available as part of our courses for Quant.
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