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The front wheel of a horse carrying makes 144 revolutions while the hind wheel makes 96 revolutions. If the diameter of the front wheel is 72 cm, the diameter of the hind wheel is
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Answered by
18
Hello user
This is very simple
Let the radius of hind wheel be r
So, distance covered by hind wheel = ditance covered by front wheel
So,
72*22/7 * 144 = 2*r*22/7*96
2r = 108 cm
So diameter = 108cm
Hope it works.
This is very simple
Let the radius of hind wheel be r
So, distance covered by hind wheel = ditance covered by front wheel
So,
72*22/7 * 144 = 2*r*22/7*96
2r = 108 cm
So diameter = 108cm
Hope it works.
Answered by
13
Hey mate,
Interesting question,
You know,
The wheels belong to the same cart.
So the distance should be equal,
Finding the circumference = 2*pie*r
= 2*22/7*36
= 226.28 cm
So with one revolution the distance covered,
= 226.28/144
= 1.56 cm
So 96 revolutions will take = 1.56*96
= 150 cm ( approx)
So the r = 150*7/22*2
= 23.86 cm
Hope this helps you out!
Interesting question,
You know,
The wheels belong to the same cart.
So the distance should be equal,
Finding the circumference = 2*pie*r
= 2*22/7*36
= 226.28 cm
So with one revolution the distance covered,
= 226.28/144
= 1.56 cm
So 96 revolutions will take = 1.56*96
= 150 cm ( approx)
So the r = 150*7/22*2
= 23.86 cm
Hope this helps you out!
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