if Sushant rides his bicycle at the speed of 2 km per hour he reaches School late by 1 minute on increasing the speed by 2 kilometre per hour he reaches 5 min early find the distance between His
school and his house
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If d is the required distance and T is the correct time,
Using distance = speed * time
d = 2 ( T +1/60) since he is late by 1/60 hour .
d = 4( T -5/60) since he is earlier by 5/60 hour.
2 ( T +1/60) = 4( T -5/60)
T = 11/60 hour
d = 2( 12/60) = 24/60 km = 0.4 km = 400 m
Using distance = speed * time
d = 2 ( T +1/60) since he is late by 1/60 hour .
d = 4( T -5/60) since he is earlier by 5/60 hour.
2 ( T +1/60) = 4( T -5/60)
T = 11/60 hour
d = 2( 12/60) = 24/60 km = 0.4 km = 400 m
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Answered by
4
If d is the required distance and T is the correct time,
Using distance = speed * time
d = 2 ( T +1/60) since he is late by 1/60 hour .
d = 4( T -5/60) since he is earlier by 5/60 hour.
2 ( T +1/60) = 4( T -5/60)
T = 11/60 hour
d = 2( 12/60) = 24/60 km = 0.4 km = 400 m
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Using distance = speed * time
d = 2 ( T +1/60) since he is late by 1/60 hour .
d = 4( T -5/60) since he is earlier by 5/60 hour.
2 ( T +1/60) = 4( T -5/60)
T = 11/60 hour
d = 2( 12/60) = 24/60 km = 0.4 km = 400 m
HOPE IT IS USEFUL FOR YOU...
MARK ME AS BRAIN LIST PLZ...
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