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Shyam at A and Ram at C, are at opposite ends of a rectangle's diagonal AC. The rectangle is 7 kms (BC) by 10.5 kms (AB). They both start their journey towards the third vertex (B) of the rectangle in a circular path such that the diameter for their journey is the distance between them and the vertex they are travelling towards. After reaching that vertex, they exchange their speeds and move towards each other's starting position using shortest distance.
If Shyam and Ram reach points C and A respectively in the same time, what is the ratio of Shyam's speed to Ram's speed?
- a)3 : 5
- b)3 : 2
- c)1 : 3
- d)1 : 2
Correct answer is option 'B'. Can you explain this answer?
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Most Upvoted Answer
Shyam at A and Ram at C, are at opposite ends of a rectangle's diagon...
from the given we can deduce the following about Shyam and Ram. Let their speed be S km/hr and R km/hr respectively.
BD = √(72 + 10.52) = 12.6
Distance Covered by Shyam from A to B
Distance Covered by Shyam from B to C = 7 at Speed R
Total Time Taken
Distance Covered by Ram from C to B
Distance Covered by Shyam from B to A = 10.5 at Speed S
Total Time Taken
Given the total time taken by both of them is the same,
Hence, the correct option is (b).
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Shyam at A and Ram at C, are at opposite ends of a rectangle's diagonal AC. The rectangle is 7 kms (BC) by 10.5 kms (AB). They both start their journey towards the third vertex (B) of the rectangle in a circular path such that the diameter for their journey is the distance between them and the vertex they are travelling towards. After reaching that vertex, they exchange their speeds and move towards each other's starting position using shortest distance.If Shyam and Ram reach points C and A respectively in the same time, what is the ratio of Shyam's speed to Ram's speed?a)3 : 5b)3 : 2c)1 : 3d)1 : 2Correct answer is option 'B'. Can you explain this answer?
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Shyam at A and Ram at C, are at opposite ends of a rectangle's diagonal AC. The rectangle is 7 kms (BC) by 10.5 kms (AB). They both start their journey towards the third vertex (B) of the rectangle in a circular path such that the diameter for their journey is the distance between them and the vertex they are travelling towards. After reaching that vertex, they exchange their speeds and move towards each other's starting position using shortest distance.If Shyam and Ram reach points C and A respectively in the same time, what is the ratio of Shyam's speed to Ram's speed?a)3 : 5b)3 : 2c)1 : 3d)1 : 2Correct answer is option 'B'. Can you explain this answer? for CAT 2024 is part of CAT preparation. The Question and answers have been prepared according to the CAT exam syllabus. Information about Shyam at A and Ram at C, are at opposite ends of a rectangle's diagonal AC. The rectangle is 7 kms (BC) by 10.5 kms (AB). They both start their journey towards the third vertex (B) of the rectangle in a circular path such that the diameter for their journey is the distance between them and the vertex they are travelling towards. After reaching that vertex, they exchange their speeds and move towards each other's starting position using shortest distance.If Shyam and Ram reach points C and A respectively in the same time, what is the ratio of Shyam's speed to Ram's speed?a)3 : 5b)3 : 2c)1 : 3d)1 : 2Correct answer is option 'B'. Can you explain this answer? covers all topics & solutions for CAT 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Shyam at A and Ram at C, are at opposite ends of a rectangle's diagonal AC. The rectangle is 7 kms (BC) by 10.5 kms (AB). They both start their journey towards the third vertex (B) of the rectangle in a circular path such that the diameter for their journey is the distance between them and the vertex they are travelling towards. After reaching that vertex, they exchange their speeds and move towards each other's starting position using shortest distance.If Shyam and Ram reach points C and A respectively in the same time, what is the ratio of Shyam's speed to Ram's speed?a)3 : 5b)3 : 2c)1 : 3d)1 : 2Correct answer is option 'B'. Can you explain this answer?.
Shyam at A and Ram at C, are at opposite ends of a rectangle's diagonal AC. The rectangle is 7 kms (BC) by 10.5 kms (AB). They both start their journey towards the third vertex (B) of the rectangle in a circular path such that the diameter for their journey is the distance between them and the vertex they are travelling towards. After reaching that vertex, they exchange their speeds and move towards each other's starting position using shortest distance.If Shyam and Ram reach points C and A respectively in the same time, what is the ratio of Shyam's speed to Ram's speed?a)3 : 5b)3 : 2c)1 : 3d)1 : 2Correct answer is option 'B'. Can you explain this answer? for CAT 2024 is part of CAT preparation. The Question and answers have been prepared according to the CAT exam syllabus. Information about Shyam at A and Ram at C, are at opposite ends of a rectangle's diagonal AC. The rectangle is 7 kms (BC) by 10.5 kms (AB). They both start their journey towards the third vertex (B) of the rectangle in a circular path such that the diameter for their journey is the distance between them and the vertex they are travelling towards. After reaching that vertex, they exchange their speeds and move towards each other's starting position using shortest distance.If Shyam and Ram reach points C and A respectively in the same time, what is the ratio of Shyam's speed to Ram's speed?a)3 : 5b)3 : 2c)1 : 3d)1 : 2Correct answer is option 'B'. Can you explain this answer? covers all topics & solutions for CAT 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Shyam at A and Ram at C, are at opposite ends of a rectangle's diagonal AC. The rectangle is 7 kms (BC) by 10.5 kms (AB). They both start their journey towards the third vertex (B) of the rectangle in a circular path such that the diameter for their journey is the distance between them and the vertex they are travelling towards. After reaching that vertex, they exchange their speeds and move towards each other's starting position using shortest distance.If Shyam and Ram reach points C and A respectively in the same time, what is the ratio of Shyam's speed to Ram's speed?a)3 : 5b)3 : 2c)1 : 3d)1 : 2Correct answer is option 'B'. Can you explain this answer?.
Solutions for Shyam at A and Ram at C, are at opposite ends of a rectangle's diagonal AC. The rectangle is 7 kms (BC) by 10.5 kms (AB). They both start their journey towards the third vertex (B) of the rectangle in a circular path such that the diameter for their journey is the distance between them and the vertex they are travelling towards. After reaching that vertex, they exchange their speeds and move towards each other's starting position using shortest distance.If Shyam and Ram reach points C and A respectively in the same time, what is the ratio of Shyam's speed to Ram's speed?a)3 : 5b)3 : 2c)1 : 3d)1 : 2Correct answer is option 'B'. Can you explain this answer? in English & in Hindi are available as part of our courses for CAT.
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Shyam at A and Ram at C, are at opposite ends of a rectangle's diagonal AC. The rectangle is 7 kms (BC) by 10.5 kms (AB). They both start their journey towards the third vertex (B) of the rectangle in a circular path such that the diameter for their journey is the distance between them and the vertex they are travelling towards. After reaching that vertex, they exchange their speeds and move towards each other's starting position using shortest distance.If Shyam and Ram reach points C and A respectively in the same time, what is the ratio of Shyam's speed to Ram's speed?a)3 : 5b)3 : 2c)1 : 3d)1 : 2Correct answer is option 'B'. Can you explain this answer?, a detailed solution for Shyam at A and Ram at C, are at opposite ends of a rectangle's diagonal AC. The rectangle is 7 kms (BC) by 10.5 kms (AB). They both start their journey towards the third vertex (B) of the rectangle in a circular path such that the diameter for their journey is the distance between them and the vertex they are travelling towards. After reaching that vertex, they exchange their speeds and move towards each other's starting position using shortest distance.If Shyam and Ram reach points C and A respectively in the same time, what is the ratio of Shyam's speed to Ram's speed?a)3 : 5b)3 : 2c)1 : 3d)1 : 2Correct answer is option 'B'. Can you explain this answer? has been provided alongside types of Shyam at A and Ram at C, are at opposite ends of a rectangle's diagonal AC. The rectangle is 7 kms (BC) by 10.5 kms (AB). They both start their journey towards the third vertex (B) of the rectangle in a circular path such that the diameter for their journey is the distance between them and the vertex they are travelling towards. After reaching that vertex, they exchange their speeds and move towards each other's starting position using shortest distance.If Shyam and Ram reach points C and A respectively in the same time, what is the ratio of Shyam's speed to Ram's speed?a)3 : 5b)3 : 2c)1 : 3d)1 : 2Correct answer is option 'B'. Can you explain this answer? theory, EduRev gives you an
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