UGC NET Exam > UGC NET Questions > Given below are two statements:Statement I: 3...
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Given below are two statements:
Statement I: 300-meter long train crosses a platform of the same length in 30 seconds. Speed of train 10m/sec.
Statement II: The average speed is the mean of speed.
In light of the above statements, choose the correct option given below.
Statement I: 300-meter long train crosses a platform of the same length in 30 seconds. Speed of train 10m/sec.
Statement II: The average speed is the mean of speed.
In light of the above statements, choose the correct option given below.
- a)Both statements I and statement II are true
- b)Both statements I and statement II are false
- c)Statement I is true but statement II is false
- d)Statement I is false but Statement II is true
Correct answer is option 'B'. Can you explain this answer?
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Most Upvoted Answer
Given below are two statements:Statement I: 300-meter long train cross...
Both statements I and statement II are false.
Formula Used:
Speed
Statement I:
Length of train = 300 m
Length of platform = 300 m
Total distance = 300 m + 300 m = 600 m
Time = 30 seconds
∴ Speed= 20m/seconds
Statement II:
The average speed is the total distance traveled by the object in a particular time interval.
Conclusion:
In statement I speed of the train is 20m/seconds but it is given 10m/seconds. So, it is an incorrect statement.
In statement II Average speed is (Total distance)/(Total time) but it is given the mean of speeds. So, it is an incorrect statement.
The correct option is 2 i.e. Both statements I and statement II are false.
Formula Used:
Speed
Statement I:
Length of train = 300 m
Length of platform = 300 m
Total distance = 300 m + 300 m = 600 m
Time = 30 seconds
∴ Speed= 20m/seconds
Statement II:
The average speed is the total distance traveled by the object in a particular time interval.
Conclusion:
In statement I speed of the train is 20m/seconds but it is given 10m/seconds. So, it is an incorrect statement.
In statement II Average speed is (Total distance)/(Total time) but it is given the mean of speeds. So, it is an incorrect statement.
The correct option is 2 i.e. Both statements I and statement II are false.
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Community Answer
Given below are two statements:Statement I: 300-meter long train cross...
Both statements I and statement II are false.
Formula Used:
Speed
Statement I:
Length of train = 300 m
Length of platform = 300 m
Total distance = 300 m + 300 m = 600 m
Time = 30 seconds
∴ Speed= 20m/seconds
Statement II:
The average speed is the total distance traveled by the object in a particular time interval.
Conclusion:
In statement I speed of the train is 20m/seconds but it is given 10m/seconds. So, it is an incorrect statement.
In statement II Average speed is (Total distance)/(Total time) but it is given the mean of speeds. So, it is an incorrect statement.
The correct option is 2 i.e. Both statements I and statement II are false.
Formula Used:
Speed
Statement I:
Length of train = 300 m
Length of platform = 300 m
Total distance = 300 m + 300 m = 600 m
Time = 30 seconds
∴ Speed= 20m/seconds
Statement II:
The average speed is the total distance traveled by the object in a particular time interval.
Conclusion:
In statement I speed of the train is 20m/seconds but it is given 10m/seconds. So, it is an incorrect statement.
In statement II Average speed is (Total distance)/(Total time) but it is given the mean of speeds. So, it is an incorrect statement.
The correct option is 2 i.e. Both statements I and statement II are false.
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Given below are two statements:Statement I: 300-meter long train crosses a platform of the same length in 30 seconds. Speed of train 10m/sec.Statement II: The average speed is the mean of speed.In light of the above statements, choose the correct option given below.a)Both statements I and statement II are trueb)Both statements I and statement II are falsec)Statement I is true but statement II is falsed)Statement I is false but Statement II is trueCorrect answer is option 'B'. Can you explain this answer?
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