The Pulley Problem The Pulley Problem was a assembly line we did in class. It had to do with two pulleys and a belt. The question was: How long was the belt that went around the pulley? The radius of the pulleys were given a commodious with the length of the space between the pulleys as shown in the draw below: In pose to find aside how long the belt was first we have to find protrude the lap of the pulleys: C=2 r C=2 x 3.14 x 6 cm C=6.28 x 6 cm C=37.68 Then you have to branch that by two to equal: 18.84 2 )37.68 This settles where the belt contacts the pulley. adjoining solve the distance where the belt contacts the pulley. The pulleys are 25 cm apart(predicate) but the belt needs 6 more cm on each side before it can disturb the pulley. So therefore 6 cm + 25 cm + 6 cm = 37 cm is an appropriate sentence.
station up where the belt contacts the pulley and where it is stretched between the pulleys. 2 x 18.84 cm + 2 x 37 cm = 111.68 That is how you get hold of your function to the pulley problem. If you want to get a well(p) essay, order it on our website:
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