A train has to negotiate a curve of 400m by how much the outer rail be raised with respect to inner rail for speed 48 kmhr–1. The distance between rails is 1m?
Here,
Speed = v = 48 km h–1
1 km = 1000 m
1 h = 3600 s
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Let h be the height through which the outer rail must be raised with respect to the inner rail
Let θ be the angle of banking
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For the small values of θ
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We know,
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Hence,
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