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Direction: Answer the questions on the basis of the information given below. Hitesh participates in a triathlon consisting of three phases in the given order : Cycling 24 km, Running 12 km and Swimming 5 km. His speeds in each of the three phases are in the ratio 6 : 2 : 1 respectively. He completes the race in 't' minutes. Later he changes his strategy in such a way that the distances covered in each phase remains the same as before but his speeds are now in the ratio 8 : 3 : 1 respectively. After changing his strategy he completes the race in 't+20' minutes. It is also known that in both his strategies the running speed remains the same.
If Hitesh's Swimming speed in his initial strategy had been 1 km/hr more, then how much time would he take to cover the same distance?
- a)32 minutes
- b)18 minutes
- c)30 minutes
- d)40 minutes
Correct answer is option 'C'. Can you explain this answer?
Most Upvoted Answer
Direction: Answer the questions on the basis of the information given ...
Let Hitesh's initial speeds in cycling, running and swimming be 6x, 2x and x respectively.
Also after changing his strategy let Hitesh's speeds in cycling, running and swimming be 8y, 3y and y respectively.
From (ii),
Solving the equations we get, x = 9, y = 6 and t = 100
Also after changing his strategy let Hitesh's speeds in cycling, running and swimming be 8y, 3y and y respectively.
From (ii),
Solving the equations we get, x = 9, y = 6 and t = 100
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Direction: Answer the questions on the basis of the information given ...
Given information:
Hitesh participates in a triathlon consisting of three phases: Cycling 24 km, Running 12 km, and Swimming 5 km.
His speeds in each phase are in the ratio 6:2:1 respectively.
He completes the race in t minutes.
He changes his strategy such that the distances covered in each phase remain the same, but his speeds are now in the ratio 8:3:1 respectively.
After changing his strategy, he completes the race in t+20 minutes.
The running speed remains the same in both strategies.
To find:
If Hitesh's swimming speed in his initial strategy had been 1 km/hr more, then how much time would he take to cover the same distance?
Solution:
Step 1: Calculate the speeds for each phase in the initial strategy:
Let the speeds for Cycling, Running, and Swimming in the initial strategy be 6x, 2x, and x km/hr respectively.
Therefore, the time taken for each phase is as follows:
Time taken for Cycling = Distance/Speed = 24/6x = 4/x
Time taken for Running = 12/2x = 6/x
Time taken for Swimming = 5/x
Step 2: Calculate the time taken in the initial strategy:
Total time taken in the initial strategy = Time taken for Cycling + Time taken for Running + Time taken for Swimming
= 4/x + 6/x + 5/x = (4+6+5)/x = 15/x
Given that the total time taken in the initial strategy is t minutes. Therefore, we have:
15/x = t
=> x = 15/t
Step 3: Calculate the speeds for each phase in the changed strategy:
Let the speeds for Cycling, Running, and Swimming in the changed strategy be 8y, 3y, and y km/hr respectively.
Step 4: Calculate the time taken in the changed strategy:
Total time taken in the changed strategy = Time taken for Cycling + Time taken for Running + Time taken for Swimming
= 24/8y + 12/3y + 5/y
= (3+4+5)/y = 12/y
Given that the total time taken in the changed strategy is (t+20) minutes. Therefore, we have:
12/y = t+20
=> y = 12/(t+20)
Step 5: Calculate the time taken in the new strategy with increased swimming speed:
If Hitesh's swimming speed in the initial strategy had been 1 km/hr more, then the speed would be (x+1) km/hr.
The time taken for Swimming in the new strategy = 5/(x+1)
The time taken for Cycling and Running remain the same.
Therefore, the total time taken in the new strategy = 4/x + 6/x + 5/(x+1)
= (4+6+5(x+1))/x(x+1) = (15x+15)/x(x+1)
Step 6: Calculate the time taken:
We need to find the value of (15x+15)/x(x+1)
Substitute the value of x from Step 2:
[(15
Hitesh participates in a triathlon consisting of three phases: Cycling 24 km, Running 12 km, and Swimming 5 km.
His speeds in each phase are in the ratio 6:2:1 respectively.
He completes the race in t minutes.
He changes his strategy such that the distances covered in each phase remain the same, but his speeds are now in the ratio 8:3:1 respectively.
After changing his strategy, he completes the race in t+20 minutes.
The running speed remains the same in both strategies.
To find:
If Hitesh's swimming speed in his initial strategy had been 1 km/hr more, then how much time would he take to cover the same distance?
Solution:
Step 1: Calculate the speeds for each phase in the initial strategy:
Let the speeds for Cycling, Running, and Swimming in the initial strategy be 6x, 2x, and x km/hr respectively.
Therefore, the time taken for each phase is as follows:
Time taken for Cycling = Distance/Speed = 24/6x = 4/x
Time taken for Running = 12/2x = 6/x
Time taken for Swimming = 5/x
Step 2: Calculate the time taken in the initial strategy:
Total time taken in the initial strategy = Time taken for Cycling + Time taken for Running + Time taken for Swimming
= 4/x + 6/x + 5/x = (4+6+5)/x = 15/x
Given that the total time taken in the initial strategy is t minutes. Therefore, we have:
15/x = t
=> x = 15/t
Step 3: Calculate the speeds for each phase in the changed strategy:
Let the speeds for Cycling, Running, and Swimming in the changed strategy be 8y, 3y, and y km/hr respectively.
Step 4: Calculate the time taken in the changed strategy:
Total time taken in the changed strategy = Time taken for Cycling + Time taken for Running + Time taken for Swimming
= 24/8y + 12/3y + 5/y
= (3+4+5)/y = 12/y
Given that the total time taken in the changed strategy is (t+20) minutes. Therefore, we have:
12/y = t+20
=> y = 12/(t+20)
Step 5: Calculate the time taken in the new strategy with increased swimming speed:
If Hitesh's swimming speed in the initial strategy had been 1 km/hr more, then the speed would be (x+1) km/hr.
The time taken for Swimming in the new strategy = 5/(x+1)
The time taken for Cycling and Running remain the same.
Therefore, the total time taken in the new strategy = 4/x + 6/x + 5/(x+1)
= (4+6+5(x+1))/x(x+1) = (15x+15)/x(x+1)
Step 6: Calculate the time taken:
We need to find the value of (15x+15)/x(x+1)
Substitute the value of x from Step 2:
[(15
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Direction: Answer the questions on the basis of the information given below. Hitesh participates in a triathlon consisting of three phases in the given order : Cycling 24 km, Running 12 km and Swimming 5km. His speeds in each of the three phases are in the ratio 6 : 2 : 1 respectively. He completes the race in t minutes. Later he changes his strategy in such a way that the distances covered in each phase remains the same as before but his speeds are now in the ratio 8 : 3 : 1 respectively. After changing his strategy he completes the race in t+20 minutes. It is also known that in both his strategies the running speed remains the same.If Hiteshs Swimming speed in his initial strategy had been 1 km/hr more, then how much time would he take to cover the same distance?a)32 minutesb)18 minutesc)30 minutesd)40 minutesCorrect answer is option 'C'. Can you explain this answer? for CLAT 2025 is part of CLAT preparation. The Question and answers have been prepared according to the CLAT exam syllabus. Information about Direction: Answer the questions on the basis of the information given below. Hitesh participates in a triathlon consisting of three phases in the given order : Cycling 24 km, Running 12 km and Swimming 5km. His speeds in each of the three phases are in the ratio 6 : 2 : 1 respectively. He completes the race in t minutes. Later he changes his strategy in such a way that the distances covered in each phase remains the same as before but his speeds are now in the ratio 8 : 3 : 1 respectively. After changing his strategy he completes the race in t+20 minutes. It is also known that in both his strategies the running speed remains the same.If Hiteshs Swimming speed in his initial strategy had been 1 km/hr more, then how much time would he take to cover the same distance?a)32 minutesb)18 minutesc)30 minutesd)40 minutesCorrect answer is option 'C'. Can you explain this answer? covers all topics & solutions for CLAT 2025 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Direction: Answer the questions on the basis of the information given below. Hitesh participates in a triathlon consisting of three phases in the given order : Cycling 24 km, Running 12 km and Swimming 5km. His speeds in each of the three phases are in the ratio 6 : 2 : 1 respectively. He completes the race in t minutes. Later he changes his strategy in such a way that the distances covered in each phase remains the same as before but his speeds are now in the ratio 8 : 3 : 1 respectively. After changing his strategy he completes the race in t+20 minutes. It is also known that in both his strategies the running speed remains the same.If Hiteshs Swimming speed in his initial strategy had been 1 km/hr more, then how much time would he take to cover the same distance?a)32 minutesb)18 minutesc)30 minutesd)40 minutesCorrect answer is option 'C'. Can you explain this answer?.
Direction: Answer the questions on the basis of the information given below. Hitesh participates in a triathlon consisting of three phases in the given order : Cycling 24 km, Running 12 km and Swimming 5km. His speeds in each of the three phases are in the ratio 6 : 2 : 1 respectively. He completes the race in t minutes. Later he changes his strategy in such a way that the distances covered in each phase remains the same as before but his speeds are now in the ratio 8 : 3 : 1 respectively. After changing his strategy he completes the race in t+20 minutes. It is also known that in both his strategies the running speed remains the same.If Hiteshs Swimming speed in his initial strategy had been 1 km/hr more, then how much time would he take to cover the same distance?a)32 minutesb)18 minutesc)30 minutesd)40 minutesCorrect answer is option 'C'. Can you explain this answer? for CLAT 2025 is part of CLAT preparation. The Question and answers have been prepared according to the CLAT exam syllabus. Information about Direction: Answer the questions on the basis of the information given below. Hitesh participates in a triathlon consisting of three phases in the given order : Cycling 24 km, Running 12 km and Swimming 5km. His speeds in each of the three phases are in the ratio 6 : 2 : 1 respectively. He completes the race in t minutes. Later he changes his strategy in such a way that the distances covered in each phase remains the same as before but his speeds are now in the ratio 8 : 3 : 1 respectively. After changing his strategy he completes the race in t+20 minutes. It is also known that in both his strategies the running speed remains the same.If Hiteshs Swimming speed in his initial strategy had been 1 km/hr more, then how much time would he take to cover the same distance?a)32 minutesb)18 minutesc)30 minutesd)40 minutesCorrect answer is option 'C'. Can you explain this answer? covers all topics & solutions for CLAT 2025 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Direction: Answer the questions on the basis of the information given below. Hitesh participates in a triathlon consisting of three phases in the given order : Cycling 24 km, Running 12 km and Swimming 5km. His speeds in each of the three phases are in the ratio 6 : 2 : 1 respectively. He completes the race in t minutes. Later he changes his strategy in such a way that the distances covered in each phase remains the same as before but his speeds are now in the ratio 8 : 3 : 1 respectively. After changing his strategy he completes the race in t+20 minutes. It is also known that in both his strategies the running speed remains the same.If Hiteshs Swimming speed in his initial strategy had been 1 km/hr more, then how much time would he take to cover the same distance?a)32 minutesb)18 minutesc)30 minutesd)40 minutesCorrect answer is option 'C'. Can you explain this answer?.
Solutions for Direction: Answer the questions on the basis of the information given below. Hitesh participates in a triathlon consisting of three phases in the given order : Cycling 24 km, Running 12 km and Swimming 5km. His speeds in each of the three phases are in the ratio 6 : 2 : 1 respectively. He completes the race in t minutes. Later he changes his strategy in such a way that the distances covered in each phase remains the same as before but his speeds are now in the ratio 8 : 3 : 1 respectively. After changing his strategy he completes the race in t+20 minutes. It is also known that in both his strategies the running speed remains the same.If Hiteshs Swimming speed in his initial strategy had been 1 km/hr more, then how much time would he take to cover the same distance?a)32 minutesb)18 minutesc)30 minutesd)40 minutesCorrect answer is option 'C'. Can you explain this answer? in English & in Hindi are available as part of our courses for CLAT.
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Here you can find the meaning of Direction: Answer the questions on the basis of the information given below. Hitesh participates in a triathlon consisting of three phases in the given order : Cycling 24 km, Running 12 km and Swimming 5km. His speeds in each of the three phases are in the ratio 6 : 2 : 1 respectively. He completes the race in t minutes. Later he changes his strategy in such a way that the distances covered in each phase remains the same as before but his speeds are now in the ratio 8 : 3 : 1 respectively. After changing his strategy he completes the race in t+20 minutes. It is also known that in both his strategies the running speed remains the same.If Hiteshs Swimming speed in his initial strategy had been 1 km/hr more, then how much time would he take to cover the same distance?a)32 minutesb)18 minutesc)30 minutesd)40 minutesCorrect answer is option 'C'. Can you explain this answer? defined & explained in the simplest way possible. Besides giving the explanation of
Direction: Answer the questions on the basis of the information given below. Hitesh participates in a triathlon consisting of three phases in the given order : Cycling 24 km, Running 12 km and Swimming 5km. His speeds in each of the three phases are in the ratio 6 : 2 : 1 respectively. He completes the race in t minutes. Later he changes his strategy in such a way that the distances covered in each phase remains the same as before but his speeds are now in the ratio 8 : 3 : 1 respectively. After changing his strategy he completes the race in t+20 minutes. It is also known that in both his strategies the running speed remains the same.If Hiteshs Swimming speed in his initial strategy had been 1 km/hr more, then how much time would he take to cover the same distance?a)32 minutesb)18 minutesc)30 minutesd)40 minutesCorrect answer is option 'C'. Can you explain this answer?, a detailed solution for Direction: Answer the questions on the basis of the information given below. Hitesh participates in a triathlon consisting of three phases in the given order : Cycling 24 km, Running 12 km and Swimming 5km. His speeds in each of the three phases are in the ratio 6 : 2 : 1 respectively. He completes the race in t minutes. Later he changes his strategy in such a way that the distances covered in each phase remains the same as before but his speeds are now in the ratio 8 : 3 : 1 respectively. After changing his strategy he completes the race in t+20 minutes. It is also known that in both his strategies the running speed remains the same.If Hiteshs Swimming speed in his initial strategy had been 1 km/hr more, then how much time would he take to cover the same distance?a)32 minutesb)18 minutesc)30 minutesd)40 minutesCorrect answer is option 'C'. Can you explain this answer? has been provided alongside types of Direction: Answer the questions on the basis of the information given below. Hitesh participates in a triathlon consisting of three phases in the given order : Cycling 24 km, Running 12 km and Swimming 5km. His speeds in each of the three phases are in the ratio 6 : 2 : 1 respectively. He completes the race in t minutes. Later he changes his strategy in such a way that the distances covered in each phase remains the same as before but his speeds are now in the ratio 8 : 3 : 1 respectively. After changing his strategy he completes the race in t+20 minutes. It is also known that in both his strategies the running speed remains the same.If Hiteshs Swimming speed in his initial strategy had been 1 km/hr more, then how much time would he take to cover the same distance?a)32 minutesb)18 minutesc)30 minutesd)40 minutesCorrect answer is option 'C'. Can you explain this answer? theory, EduRev gives you an
ample number of questions to practice Direction: Answer the questions on the basis of the information given below. Hitesh participates in a triathlon consisting of three phases in the given order : Cycling 24 km, Running 12 km and Swimming 5km. His speeds in each of the three phases are in the ratio 6 : 2 : 1 respectively. He completes the race in t minutes. Later he changes his strategy in such a way that the distances covered in each phase remains the same as before but his speeds are now in the ratio 8 : 3 : 1 respectively. After changing his strategy he completes the race in t+20 minutes. It is also known that in both his strategies the running speed remains the same.If Hiteshs Swimming speed in his initial strategy had been 1 km/hr more, then how much time would he take to cover the same distance?a)32 minutesb)18 minutesc)30 minutesd)40 minutesCorrect answer is option 'C'. Can you explain this answer? tests, examples and also practice CLAT tests.
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