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Study the following information carefully and answer the given questions.
Speed of boat A in downstream is (s + 21) km/hr and ratio of speed of boat A in downstream and upstream is 5 : 3. Boat B can cover a distance of 360 km in downstream in 6 hours and ratio of speed of boat A and B in still water is 4 : 3, respectively. Speed of boat C in still water is (s – 14) km/hr and it can catch boat D, which is 50 km ahead of it in 5 hours, when both the boats are travelling in the same direction.
Note: All the boats (A, B, C and D) are rowing in the same river/stream.
Q. What is the ratio of speed of boat B in still water to speed of boat D in still water?
- a)2:3
- b)5:3
- c)3:2
- d)4:3
- e)None of these
Correct answer is option 'C'. Can you explain this answer?
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Most Upvoted Answer
Study the following information carefully and answer the given questi...
To solve this problem, let's start by identifying the given information:
Speed of boat A in downstream = s + 21 km/hr
Speed of boat A in upstream = (5/3) * (s + 21) km/hr
Speed of boat B in still water = (4/7) * (s + 21) km/hr
Speed of boat C in still water = s - 14 km/hr
Now let's solve the questions step by step:
1. Speed of boat B in still water to speed of boat D in still water:
To find this ratio, we need to find the speed of boat D in still water. We know that boat C can catch boat D when they are traveling in the same direction. The distance between them is 50 km, and boat C takes 5 hours to catch boat D. Therefore, the speed of boat D in still water can be calculated as:
Speed of boat D in still water = Distance / Time
= 50 km / 5 hours
= 10 km/hr
Now, we can find the ratio of speed of boat B in still water to speed of boat D in still water:
Ratio = (4/7) * (s + 21) km/hr / 10 km/hr
= (2/5) * (s + 21) / 5
= 2/5 * (s + 21) / 5
= 2/25 * (s + 21)
So, the ratio of speed of boat B in still water to speed of boat D in still water is 2/25 * (s + 21).
2. Considering the given options:
a) 2:3
b) 5:3
c) 3:2
d) 4:3
e) None of these
Let's substitute the value of s and check which option matches the ratio we found:
If we substitute s = 3, the ratio becomes 2/25 * (3 + 21) = 2/25 * 24 = 48/25.
None of the given options match this ratio.
If we substitute s = 7, the ratio becomes 2/25 * (7 + 21) = 2/25 * 28 = 56/25.
None of the given options match this ratio.
If we substitute s = 14, the ratio becomes 2/25 * (14 + 21) = 2/25 * 35 = 70/25 = 14/5.
None of the given options match this ratio.
If we substitute s = 21, the ratio becomes 2/25 * (21 + 21) = 2/25 * 42 = 84/25.
None of the given options match this ratio.
If we substitute s = 28, the ratio becomes 2/25 * (28 + 21) = 2/25 * 49 = 98/25.
None of the given options match this ratio.
If we substitute s = 35, the ratio becomes 2/25 * (35 + 21) = 2/25 * 56 = 112/25.
None of the given options match this ratio.
If we substitute s = 42, the ratio becomes 2/25 * (42 + 21) =
Speed of boat A in downstream = s + 21 km/hr
Speed of boat A in upstream = (5/3) * (s + 21) km/hr
Speed of boat B in still water = (4/7) * (s + 21) km/hr
Speed of boat C in still water = s - 14 km/hr
Now let's solve the questions step by step:
1. Speed of boat B in still water to speed of boat D in still water:
To find this ratio, we need to find the speed of boat D in still water. We know that boat C can catch boat D when they are traveling in the same direction. The distance between them is 50 km, and boat C takes 5 hours to catch boat D. Therefore, the speed of boat D in still water can be calculated as:
Speed of boat D in still water = Distance / Time
= 50 km / 5 hours
= 10 km/hr
Now, we can find the ratio of speed of boat B in still water to speed of boat D in still water:
Ratio = (4/7) * (s + 21) km/hr / 10 km/hr
= (2/5) * (s + 21) / 5
= 2/5 * (s + 21) / 5
= 2/25 * (s + 21)
So, the ratio of speed of boat B in still water to speed of boat D in still water is 2/25 * (s + 21).
2. Considering the given options:
a) 2:3
b) 5:3
c) 3:2
d) 4:3
e) None of these
Let's substitute the value of s and check which option matches the ratio we found:
If we substitute s = 3, the ratio becomes 2/25 * (3 + 21) = 2/25 * 24 = 48/25.
None of the given options match this ratio.
If we substitute s = 7, the ratio becomes 2/25 * (7 + 21) = 2/25 * 28 = 56/25.
None of the given options match this ratio.
If we substitute s = 14, the ratio becomes 2/25 * (14 + 21) = 2/25 * 35 = 70/25 = 14/5.
None of the given options match this ratio.
If we substitute s = 21, the ratio becomes 2/25 * (21 + 21) = 2/25 * 42 = 84/25.
None of the given options match this ratio.
If we substitute s = 28, the ratio becomes 2/25 * (28 + 21) = 2/25 * 49 = 98/25.
None of the given options match this ratio.
If we substitute s = 35, the ratio becomes 2/25 * (35 + 21) = 2/25 * 56 = 112/25.
None of the given options match this ratio.
If we substitute s = 42, the ratio becomes 2/25 * (42 + 21) =
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Community Answer
Study the following information carefully and answer the given questi...
Let speed of boat A in upstream and downstream be ‘3x’ km/hr and ‘5x’ km/hr, respectively.
Speed of boat A in still water = (5x + 3x)/2 = ‘4x’ km/hr
So, speed of stream = (5x – 3x)/2 = ‘x’ km/hr
Speed of boat B in downstream = 360/6 = 60 km/hr
Speed of boat B in still water = (60 – x) km/hr
ATQ;
4x/(60 - x) = 4/3
12x = 240 – 4x
16x = 240
x = 15
So, speed of boatA in downstream = 5x = 5 × 15 = 75 km/hr
Speed of boat A in upstream = 3x = 3 × 15 = 45 km/hr
Speed of stream = x = 15 km/hr
Speed of boat A in still water = 4x = 4 × 15 = 60 km/hr
Since, speed of boat A in downstream = (s + 21) km/hr
So, s + 21 = 75
Or, s = 54
Speed of boat B in still water = 60 – 15 = 45 km/hr
Speed of boat B in upstream = 45 – 15 = 30 km/hr
Since, speed of boat C in still water = s – 14 = 54 – 14 = 40km/hr
Speed of boat C in upstream = 40 – 15 = 25 km/hr
Speed of boat C in downstream = 40 + 15 = 55km/hr
Let speed of boat D in still water is ‘p’km/hr
Since, boat C can catch boat D which is 50 km ahead of it in 5 hours, when both the boats are travelling in the same direction.
Relative speed of boat C w.r.t. boat D = (40 – p) km/hr
So, 50/(40 – p) = 5
40 – p = 10
p = 30
So, speed of boat D in still water = p = 30km/hr
Speed of boat D in upstream = 30 – 15 = 15km/hr
Speed of boat D in downstream = 30 + 15 = 45km/hr
According to question,
Speed of the boat B in still water = 45km/hr
Speed of the boat D in still water = 30km/hr
Required ratio = 45:30 = 3:2
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Study the following information carefully and answer the given questions.Speed of boat A in downstream is (s + 21) km/hr and ratio of speed of boat A in downstream and upstream is 5 : 3. Boat B can cover a distance of 360 km in downstream in 6 hours and ratio of speed of boat A and B in still water is 4 : 3, respectively. Speed of boat C in still water is (s – 14) km/hr and it can catch boat D, which is 50 km ahead of it in 5 hours, when both the boats are travelling in the same direction.Note: All the boats (A, B, C and D) are rowing in the same river/stream.Q. What is the ratio of speed of boat B in still water to speed of boat D in still water?a)2:3b)5:3c)3:2d)4:3e)None of theseCorrect answer is option 'C'. Can you explain this answer?
Question Description
Study the following information carefully and answer the given questions.Speed of boat A in downstream is (s + 21) km/hr and ratio of speed of boat A in downstream and upstream is 5 : 3. Boat B can cover a distance of 360 km in downstream in 6 hours and ratio of speed of boat A and B in still water is 4 : 3, respectively. Speed of boat C in still water is (s – 14) km/hr and it can catch boat D, which is 50 km ahead of it in 5 hours, when both the boats are travelling in the same direction.Note: All the boats (A, B, C and D) are rowing in the same river/stream.Q. What is the ratio of speed of boat B in still water to speed of boat D in still water?a)2:3b)5:3c)3:2d)4:3e)None of theseCorrect answer is option 'C'. Can you explain this answer? for Banking Exams 2024 is part of Banking Exams preparation. The Question and answers have been prepared according to the Banking Exams exam syllabus. Information about Study the following information carefully and answer the given questions.Speed of boat A in downstream is (s + 21) km/hr and ratio of speed of boat A in downstream and upstream is 5 : 3. Boat B can cover a distance of 360 km in downstream in 6 hours and ratio of speed of boat A and B in still water is 4 : 3, respectively. Speed of boat C in still water is (s – 14) km/hr and it can catch boat D, which is 50 km ahead of it in 5 hours, when both the boats are travelling in the same direction.Note: All the boats (A, B, C and D) are rowing in the same river/stream.Q. What is the ratio of speed of boat B in still water to speed of boat D in still water?a)2:3b)5:3c)3:2d)4:3e)None of theseCorrect answer is option 'C'. Can you explain this answer? covers all topics & solutions for Banking Exams 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Study the following information carefully and answer the given questions.Speed of boat A in downstream is (s + 21) km/hr and ratio of speed of boat A in downstream and upstream is 5 : 3. Boat B can cover a distance of 360 km in downstream in 6 hours and ratio of speed of boat A and B in still water is 4 : 3, respectively. Speed of boat C in still water is (s – 14) km/hr and it can catch boat D, which is 50 km ahead of it in 5 hours, when both the boats are travelling in the same direction.Note: All the boats (A, B, C and D) are rowing in the same river/stream.Q. What is the ratio of speed of boat B in still water to speed of boat D in still water?a)2:3b)5:3c)3:2d)4:3e)None of theseCorrect answer is option 'C'. Can you explain this answer?.
Study the following information carefully and answer the given questions.Speed of boat A in downstream is (s + 21) km/hr and ratio of speed of boat A in downstream and upstream is 5 : 3. Boat B can cover a distance of 360 km in downstream in 6 hours and ratio of speed of boat A and B in still water is 4 : 3, respectively. Speed of boat C in still water is (s – 14) km/hr and it can catch boat D, which is 50 km ahead of it in 5 hours, when both the boats are travelling in the same direction.Note: All the boats (A, B, C and D) are rowing in the same river/stream.Q. What is the ratio of speed of boat B in still water to speed of boat D in still water?a)2:3b)5:3c)3:2d)4:3e)None of theseCorrect answer is option 'C'. Can you explain this answer? for Banking Exams 2024 is part of Banking Exams preparation. The Question and answers have been prepared according to the Banking Exams exam syllabus. Information about Study the following information carefully and answer the given questions.Speed of boat A in downstream is (s + 21) km/hr and ratio of speed of boat A in downstream and upstream is 5 : 3. Boat B can cover a distance of 360 km in downstream in 6 hours and ratio of speed of boat A and B in still water is 4 : 3, respectively. Speed of boat C in still water is (s – 14) km/hr and it can catch boat D, which is 50 km ahead of it in 5 hours, when both the boats are travelling in the same direction.Note: All the boats (A, B, C and D) are rowing in the same river/stream.Q. What is the ratio of speed of boat B in still water to speed of boat D in still water?a)2:3b)5:3c)3:2d)4:3e)None of theseCorrect answer is option 'C'. Can you explain this answer? covers all topics & solutions for Banking Exams 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Study the following information carefully and answer the given questions.Speed of boat A in downstream is (s + 21) km/hr and ratio of speed of boat A in downstream and upstream is 5 : 3. Boat B can cover a distance of 360 km in downstream in 6 hours and ratio of speed of boat A and B in still water is 4 : 3, respectively. Speed of boat C in still water is (s – 14) km/hr and it can catch boat D, which is 50 km ahead of it in 5 hours, when both the boats are travelling in the same direction.Note: All the boats (A, B, C and D) are rowing in the same river/stream.Q. What is the ratio of speed of boat B in still water to speed of boat D in still water?a)2:3b)5:3c)3:2d)4:3e)None of theseCorrect answer is option 'C'. Can you explain this answer?.
Solutions for Study the following information carefully and answer the given questions.Speed of boat A in downstream is (s + 21) km/hr and ratio of speed of boat A in downstream and upstream is 5 : 3. Boat B can cover a distance of 360 km in downstream in 6 hours and ratio of speed of boat A and B in still water is 4 : 3, respectively. Speed of boat C in still water is (s – 14) km/hr and it can catch boat D, which is 50 km ahead of it in 5 hours, when both the boats are travelling in the same direction.Note: All the boats (A, B, C and D) are rowing in the same river/stream.Q. What is the ratio of speed of boat B in still water to speed of boat D in still water?a)2:3b)5:3c)3:2d)4:3e)None of theseCorrect answer is option 'C'. Can you explain this answer? in English & in Hindi are available as part of our courses for Banking Exams.
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Here you can find the meaning of Study the following information carefully and answer the given questions.Speed of boat A in downstream is (s + 21) km/hr and ratio of speed of boat A in downstream and upstream is 5 : 3. Boat B can cover a distance of 360 km in downstream in 6 hours and ratio of speed of boat A and B in still water is 4 : 3, respectively. Speed of boat C in still water is (s – 14) km/hr and it can catch boat D, which is 50 km ahead of it in 5 hours, when both the boats are travelling in the same direction.Note: All the boats (A, B, C and D) are rowing in the same river/stream.Q. What is the ratio of speed of boat B in still water to speed of boat D in still water?a)2:3b)5:3c)3:2d)4:3e)None of theseCorrect answer is option 'C'. Can you explain this answer? defined & explained in the simplest way possible. Besides giving the explanation of
Study the following information carefully and answer the given questions.Speed of boat A in downstream is (s + 21) km/hr and ratio of speed of boat A in downstream and upstream is 5 : 3. Boat B can cover a distance of 360 km in downstream in 6 hours and ratio of speed of boat A and B in still water is 4 : 3, respectively. Speed of boat C in still water is (s – 14) km/hr and it can catch boat D, which is 50 km ahead of it in 5 hours, when both the boats are travelling in the same direction.Note: All the boats (A, B, C and D) are rowing in the same river/stream.Q. What is the ratio of speed of boat B in still water to speed of boat D in still water?a)2:3b)5:3c)3:2d)4:3e)None of theseCorrect answer is option 'C'. Can you explain this answer?, a detailed solution for Study the following information carefully and answer the given questions.Speed of boat A in downstream is (s + 21) km/hr and ratio of speed of boat A in downstream and upstream is 5 : 3. Boat B can cover a distance of 360 km in downstream in 6 hours and ratio of speed of boat A and B in still water is 4 : 3, respectively. Speed of boat C in still water is (s – 14) km/hr and it can catch boat D, which is 50 km ahead of it in 5 hours, when both the boats are travelling in the same direction.Note: All the boats (A, B, C and D) are rowing in the same river/stream.Q. What is the ratio of speed of boat B in still water to speed of boat D in still water?a)2:3b)5:3c)3:2d)4:3e)None of theseCorrect answer is option 'C'. Can you explain this answer? has been provided alongside types of Study the following information carefully and answer the given questions.Speed of boat A in downstream is (s + 21) km/hr and ratio of speed of boat A in downstream and upstream is 5 : 3. Boat B can cover a distance of 360 km in downstream in 6 hours and ratio of speed of boat A and B in still water is 4 : 3, respectively. Speed of boat C in still water is (s – 14) km/hr and it can catch boat D, which is 50 km ahead of it in 5 hours, when both the boats are travelling in the same direction.Note: All the boats (A, B, C and D) are rowing in the same river/stream.Q. What is the ratio of speed of boat B in still water to speed of boat D in still water?a)2:3b)5:3c)3:2d)4:3e)None of theseCorrect answer is option 'C'. Can you explain this answer? theory, EduRev gives you an
ample number of questions to practice Study the following information carefully and answer the given questions.Speed of boat A in downstream is (s + 21) km/hr and ratio of speed of boat A in downstream and upstream is 5 : 3. Boat B can cover a distance of 360 km in downstream in 6 hours and ratio of speed of boat A and B in still water is 4 : 3, respectively. Speed of boat C in still water is (s – 14) km/hr and it can catch boat D, which is 50 km ahead of it in 5 hours, when both the boats are travelling in the same direction.Note: All the boats (A, B, C and D) are rowing in the same river/stream.Q. What is the ratio of speed of boat B in still water to speed of boat D in still water?a)2:3b)5:3c)3:2d)4:3e)None of theseCorrect answer is option 'C'. Can you explain this answer? tests, examples and also practice Banking Exams tests.
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