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The speed of Boat in Still water is 40 Km/hr and speed of the stream is 20 Km/hr. The distance between Point A and Point B is 480 Km. The boat started traveling downstream from A to B, in the midway, it is powered by an Engine due to which speed of the Boat increased. Now Boat reached Point B and started back to point A with help of the same engine. It took 19 hours for the entire journey. Then with the help of the engine, the speed of the boat increased by how many Km/hr?
- a)10 Km/hr
- b)15 Km/hr
- c)20 Km/hr
- d)24 Km/hr
- e)Cannot be determined
Correct answer is option 'C'. Can you explain this answer?
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The speed of Boat in Still water is 40 Km/hr and speed of the stream i...
Answer – 3. 20 Km/hr Explanation : 19 = 240/60 + 240/60+x + 480/20+x x = 20
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The speed of Boat in Still water is 40 Km/hr and speed of the stream i...
Problem Statement:
- Speed of Boat in Still water: 40 Km/hr
- Speed of Stream: 20 Km/hr
- Distance between Point A and Point B: 480 Km
- Boat started traveling downstream from A to B, halfway, it is powered by an Engine, due to which speed of the Boat increased.
- Boat reached Point B and started back to point A with help of the same engine.
- Time taken for the entire journey: 19 hours
- Find the increased speed of the boat with the help of the engine.
Calculating the speed of the boat downstream:
- Speed of Boat downstream = Speed of Boat in still water + Speed of Stream
- Speed of Boat downstream = 40 + 20 = 60 Km/hr
Calculating the speed of the boat upstream:
- Speed of Boat upstream = Speed of Boat in still water - Speed of Stream
- Speed of Boat upstream = 40 - 20 = 20 Km/hr
Let's assume the distance traveled by the boat from Point A to the midway point is 'x' km.
So, the remaining distance from the midway point to Point B will be (480 - x) km.
Let's calculate the time taken by the boat to travel from Point A to the midway point:
- Time taken = Distance / Speed
- Time taken = x / 60
Now, after the boat is powered by the engine, let's assume the speed of the boat increases by 'y' Km/hr.
So, the speed of the boat downstream becomes (40 + y) Km/hr.
Let's calculate the time taken by the boat to travel from the midway point to Point B with the increased speed:
- Time taken = Distance / Speed
- Time taken = (480 - x) / (40 + y)
Total time taken by the boat to travel from Point A to Point B:
- Total time taken = Time taken from Point A to midway point + Time taken from midway point to Point B
- Total time taken = x / 60 + (480 - x) / (40 + y)
Similarly, let's calculate the time taken by the boat to travel from Point B to the midway point:
- Time taken = Distance / Speed
- Time taken = (480 - x) / (40 - y)
Let's calculate the time taken by the boat to travel from the midway point to Point A with the increased speed:
- Time taken = Distance / Speed
- Time taken = x / (40 + y)
Total time taken by the boat to travel from Point B to Point A:
- Total time taken = Time taken from Point B to midway point + Time taken from midway point to Point A
- Total time taken = (480 - x) / (40 - y) + x / (40 + y)
Given, the total time taken by the boat to travel from Point A to Point B is 19 hours.
- Total time taken = 19
- x / 60 + (480 - x) / (40 + y) = 19 - (480 - x) / (40 - y) - x / (40 + y)
Simplifying the above equation:
- x / 60 + (480 - x) / (40 + y) + (480 - x) / (40 - y) + x / (40 + y) = 19
Simplifying further:
- 2
- Speed of Boat in Still water: 40 Km/hr
- Speed of Stream: 20 Km/hr
- Distance between Point A and Point B: 480 Km
- Boat started traveling downstream from A to B, halfway, it is powered by an Engine, due to which speed of the Boat increased.
- Boat reached Point B and started back to point A with help of the same engine.
- Time taken for the entire journey: 19 hours
- Find the increased speed of the boat with the help of the engine.
Calculating the speed of the boat downstream:
- Speed of Boat downstream = Speed of Boat in still water + Speed of Stream
- Speed of Boat downstream = 40 + 20 = 60 Km/hr
Calculating the speed of the boat upstream:
- Speed of Boat upstream = Speed of Boat in still water - Speed of Stream
- Speed of Boat upstream = 40 - 20 = 20 Km/hr
Let's assume the distance traveled by the boat from Point A to the midway point is 'x' km.
So, the remaining distance from the midway point to Point B will be (480 - x) km.
Let's calculate the time taken by the boat to travel from Point A to the midway point:
- Time taken = Distance / Speed
- Time taken = x / 60
Now, after the boat is powered by the engine, let's assume the speed of the boat increases by 'y' Km/hr.
So, the speed of the boat downstream becomes (40 + y) Km/hr.
Let's calculate the time taken by the boat to travel from the midway point to Point B with the increased speed:
- Time taken = Distance / Speed
- Time taken = (480 - x) / (40 + y)
Total time taken by the boat to travel from Point A to Point B:
- Total time taken = Time taken from Point A to midway point + Time taken from midway point to Point B
- Total time taken = x / 60 + (480 - x) / (40 + y)
Similarly, let's calculate the time taken by the boat to travel from Point B to the midway point:
- Time taken = Distance / Speed
- Time taken = (480 - x) / (40 - y)
Let's calculate the time taken by the boat to travel from the midway point to Point A with the increased speed:
- Time taken = Distance / Speed
- Time taken = x / (40 + y)
Total time taken by the boat to travel from Point B to Point A:
- Total time taken = Time taken from Point B to midway point + Time taken from midway point to Point A
- Total time taken = (480 - x) / (40 - y) + x / (40 + y)
Given, the total time taken by the boat to travel from Point A to Point B is 19 hours.
- Total time taken = 19
- x / 60 + (480 - x) / (40 + y) = 19 - (480 - x) / (40 - y) - x / (40 + y)
Simplifying the above equation:
- x / 60 + (480 - x) / (40 + y) + (480 - x) / (40 - y) + x / (40 + y) = 19
Simplifying further:
- 2
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The speed of Boat in Still water is 40 Km/hr and speed of the stream is 20 Km/hr. The distance between Point A and Point B is 480 Km. The boat started traveling downstream from A to B, in the midway, it is powered by an Engine due to which speed of the Boat increased. Now Boat reached Point B and started back to point A with help of the same engine. It took 19 hours for the entire journey. Then with the help of the engine, the speed of the boat increased by how many Km/hr?a)10 Km/hrb)15 Km/hrc)20 Km/hrd)24 Km/hre)Cannot be determinedCorrect answer is option 'C'. Can you explain this answer?
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The speed of Boat in Still water is 40 Km/hr and speed of the stream is 20 Km/hr. The distance between Point A and Point B is 480 Km. The boat started traveling downstream from A to B, in the midway, it is powered by an Engine due to which speed of the Boat increased. Now Boat reached Point B and started back to point A with help of the same engine. It took 19 hours for the entire journey. Then with the help of the engine, the speed of the boat increased by how many Km/hr?a)10 Km/hrb)15 Km/hrc)20 Km/hrd)24 Km/hre)Cannot be determinedCorrect answer is option 'C'. 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 The speed of Boat in Still water is 40 Km/hr and speed of the stream is 20 Km/hr. The distance between Point A and Point B is 480 Km. The boat started traveling downstream from A to B, in the midway, it is powered by an Engine due to which speed of the Boat increased. Now Boat reached Point B and started back to point A with help of the same engine. It took 19 hours for the entire journey. Then with the help of the engine, the speed of the boat increased by how many Km/hr?a)10 Km/hrb)15 Km/hrc)20 Km/hrd)24 Km/hre)Cannot be determinedCorrect answer is option 'C'. Can you explain this answer? covers all topics & solutions for Quant 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for The speed of Boat in Still water is 40 Km/hr and speed of the stream is 20 Km/hr. The distance between Point A and Point B is 480 Km. The boat started traveling downstream from A to B, in the midway, it is powered by an Engine due to which speed of the Boat increased. Now Boat reached Point B and started back to point A with help of the same engine. It took 19 hours for the entire journey. Then with the help of the engine, the speed of the boat increased by how many Km/hr?a)10 Km/hrb)15 Km/hrc)20 Km/hrd)24 Km/hre)Cannot be determinedCorrect answer is option 'C'. Can you explain this answer?.
The speed of Boat in Still water is 40 Km/hr and speed of the stream is 20 Km/hr. The distance between Point A and Point B is 480 Km. The boat started traveling downstream from A to B, in the midway, it is powered by an Engine due to which speed of the Boat increased. Now Boat reached Point B and started back to point A with help of the same engine. It took 19 hours for the entire journey. Then with the help of the engine, the speed of the boat increased by how many Km/hr?a)10 Km/hrb)15 Km/hrc)20 Km/hrd)24 Km/hre)Cannot be determinedCorrect answer is option 'C'. 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 The speed of Boat in Still water is 40 Km/hr and speed of the stream is 20 Km/hr. The distance between Point A and Point B is 480 Km. The boat started traveling downstream from A to B, in the midway, it is powered by an Engine due to which speed of the Boat increased. Now Boat reached Point B and started back to point A with help of the same engine. It took 19 hours for the entire journey. Then with the help of the engine, the speed of the boat increased by how many Km/hr?a)10 Km/hrb)15 Km/hrc)20 Km/hrd)24 Km/hre)Cannot be determinedCorrect answer is option 'C'. Can you explain this answer? covers all topics & solutions for Quant 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for The speed of Boat in Still water is 40 Km/hr and speed of the stream is 20 Km/hr. The distance between Point A and Point B is 480 Km. The boat started traveling downstream from A to B, in the midway, it is powered by an Engine due to which speed of the Boat increased. Now Boat reached Point B and started back to point A with help of the same engine. It took 19 hours for the entire journey. Then with the help of the engine, the speed of the boat increased by how many Km/hr?a)10 Km/hrb)15 Km/hrc)20 Km/hrd)24 Km/hre)Cannot be determinedCorrect answer is option 'C'. Can you explain this answer?.
Solutions for The speed of Boat in Still water is 40 Km/hr and speed of the stream is 20 Km/hr. The distance between Point A and Point B is 480 Km. The boat started traveling downstream from A to B, in the midway, it is powered by an Engine due to which speed of the Boat increased. Now Boat reached Point B and started back to point A with help of the same engine. It took 19 hours for the entire journey. Then with the help of the engine, the speed of the boat increased by how many Km/hr?a)10 Km/hrb)15 Km/hrc)20 Km/hrd)24 Km/hre)Cannot be determinedCorrect answer is option 'C'. Can you explain this answer? in English & in Hindi are available as part of our courses for Quant.
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Here you can find the meaning of The speed of Boat in Still water is 40 Km/hr and speed of the stream is 20 Km/hr. The distance between Point A and Point B is 480 Km. The boat started traveling downstream from A to B, in the midway, it is powered by an Engine due to which speed of the Boat increased. Now Boat reached Point B and started back to point A with help of the same engine. It took 19 hours for the entire journey. Then with the help of the engine, the speed of the boat increased by how many Km/hr?a)10 Km/hrb)15 Km/hrc)20 Km/hrd)24 Km/hre)Cannot be determinedCorrect answer is option 'C'. Can you explain this answer? defined & explained in the simplest way possible. Besides giving the explanation of
The speed of Boat in Still water is 40 Km/hr and speed of the stream is 20 Km/hr. The distance between Point A and Point B is 480 Km. The boat started traveling downstream from A to B, in the midway, it is powered by an Engine due to which speed of the Boat increased. Now Boat reached Point B and started back to point A with help of the same engine. It took 19 hours for the entire journey. Then with the help of the engine, the speed of the boat increased by how many Km/hr?a)10 Km/hrb)15 Km/hrc)20 Km/hrd)24 Km/hre)Cannot be determinedCorrect answer is option 'C'. Can you explain this answer?, a detailed solution for The speed of Boat in Still water is 40 Km/hr and speed of the stream is 20 Km/hr. The distance between Point A and Point B is 480 Km. The boat started traveling downstream from A to B, in the midway, it is powered by an Engine due to which speed of the Boat increased. Now Boat reached Point B and started back to point A with help of the same engine. It took 19 hours for the entire journey. Then with the help of the engine, the speed of the boat increased by how many Km/hr?a)10 Km/hrb)15 Km/hrc)20 Km/hrd)24 Km/hre)Cannot be determinedCorrect answer is option 'C'. Can you explain this answer? has been provided alongside types of The speed of Boat in Still water is 40 Km/hr and speed of the stream is 20 Km/hr. The distance between Point A and Point B is 480 Km. The boat started traveling downstream from A to B, in the midway, it is powered by an Engine due to which speed of the Boat increased. Now Boat reached Point B and started back to point A with help of the same engine. It took 19 hours for the entire journey. Then with the help of the engine, the speed of the boat increased by how many Km/hr?a)10 Km/hrb)15 Km/hrc)20 Km/hrd)24 Km/hre)Cannot be determinedCorrect answer is option 'C'. Can you explain this answer? theory, EduRev gives you an
ample number of questions to practice The speed of Boat in Still water is 40 Km/hr and speed of the stream is 20 Km/hr. The distance between Point A and Point B is 480 Km. The boat started traveling downstream from A to B, in the midway, it is powered by an Engine due to which speed of the Boat increased. Now Boat reached Point B and started back to point A with help of the same engine. It took 19 hours for the entire journey. Then with the help of the engine, the speed of the boat increased by how many Km/hr?a)10 Km/hrb)15 Km/hrc)20 Km/hrd)24 Km/hre)Cannot be determinedCorrect answer is option 'C'. Can you explain this answer? tests, examples and also practice Quant tests.
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