The distance between two points A and B is 110 km. A motorcyclist starts from A towards B at 7 am at the speed of 20km/hr.Another motorcyclist starts from B towards A at 8 am at a speed of 25km/hr.When will they cross each other?
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The distance from A to B =110=110km.
The biker from A starts at 7am7am.
So by 8 am he travels for 1 hr1hr.
His speed =20 km/hr=20km/hr.
Then the distance covered form 7am7am to 8am = 20km8am=20km.
Rest of the distance =(110-20)km=90=(110−20)km=90km.
Now the biker from B starts.
Their relative speed =(20+25)km/hr.=45=(20+25)km/hr.=45km/hr.
(since they are approaching each other.)
So, the time taken=\dfrac { distance }{ relative\quad speed } =\dfrac { 90 }{ 45 }
relativespeed
distance
=
45
90
hrs.=2hrs.
So they will meet each other after 33 hrs from7am7am
i.e at 10am10am.
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0
Answer:
ANSWER IS 3 HOURS
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