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Piston 1 has a diameter of 0.524cm Piston 2 has a diameter of 5.64 cm. In the absence of friction, determine the force required...Asked by Emily
Piston 1 has a diameter of 0.643 cm.
Piston 2 has a diameter of 4.59 cm. In the absence of friction, determine the force required on piston 1 necessary to support an object, m, with weight 1151 N. (Neglect the height difference between the bottom of the two pistons, and assume that the pistons are massless).
What is the magnitude of the force, F, required at the end of the handle?
Piston 2 has a diameter of 4.59 cm. In the absence of friction, determine the force required on piston 1 necessary to support an object, m, with weight 1151 N. (Neglect the height difference between the bottom of the two pistons, and assume that the pistons are massless).
What is the magnitude of the force, F, required at the end of the handle?
Answers
Answered by
Damon
ratio of areas = D1^2/D2^2 = .643^2/4.59^2 = .0196
.0196*1151 = 22.6 N
.0196*1151 = 22.6 N
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