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A differential pulley block has larger and smaller diameters of 100 mm and 80 mm respectively. Its velocity ratio is
- A5
- B10
- C20
- D40
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CCommunity
Velocity ratio of differential pulley = $(\frac{{2D}}{{\left( {D - d} \right)}})$
where
D = diameter of larger pulley
d = diameter of smaller pulley
Therefore,
Velocity ratio = $(\frac{{2 \times 100}}{{100 - 80}})$
Velocity ratio = $(\frac{{200}}{{20}})$
Velocity ratio = 10
where
D = diameter of larger pulley
d = diameter of smaller pulley
Therefore,
Velocity ratio = $(\frac{{2 \times 100}}{{100 - 80}})$
Velocity ratio = $(\frac{{200}}{{20}})$
Velocity ratio = 10