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A man had covered 2/3 of distance by cycling and remaining covered on feet. For this he took twice the time to the cycling. Find how much speed is greater for cycling than on feet.
Regards,
Rosy.
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A man had covered 2/3 of distance by cycling and remaining covered on feet. For this he took twice the time to the cycling. Find how much speed is greater for cycling than on feet. Regards, Rosy.
A man had covered 2/3 of distance by cycling and remaining covered on feet. For this he took twice the time to the cycling. Find how much speed is greater for cycling than on feet. Regards, Rosy.
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Question was worded poorly i.e. grammer is bad. but still solveable.
anyway. Pick a value for the distance. Something that is divisible by both 2/3 and 1/3 to make solving the problem easier.
D=60 Let x be the rate for cycling.
Let y be the rate for walking.
Let t equal the time for cycling.
So we have:
C W
R x y
T t 2t
D 40 20
Now solve for t:
C: t=40/x W: 2t=20/y Now plug in t from C.
we get 2(40/x)=20/y ---> 80/x=20/y ---> 20x=80y ----> x=4y.
So the cycling rate x is 4 times greater than the walking rate of y.
15sec. Just plug in numbers.
take a nuber for total distance (to make it easy take a number whic is a multiple of 3). I took 90.
D covered by cycle = 90*2)/ 3= 60
D coverd on feet= remaining 1/3 of 90 =30
suppose time taken for first 60miles =1hr
then time taken for last 30 miles ( on feet)= 2hr
Speed by cycle= 60m/h
Speed on feet= 30/2=15m/h
ratio= 60/15=4 times.
PS...you need to work on verbal btw welcome to club.
Archived Topic
Hi there,
This topic has been closed and archived due to inactivity or violation of community quality standards. No more replies are possible here.
Still interested in this question? Check out the "Best Topics" block above for a better discussion on this exact question, as well as several more related questions.