The rail ABCD, represented in the figure below, is situated in a vertical plane, the frictional forces are negligible on the parts AB and CD of the rail, but those on BC are equivalent to a force of magnitude f = 3N. D B Given: h = 1.8 m, a = 30°, BC = 0.7 m and g = 10 m/s². A punctual solid (S) of mass m = 0.25 kg is launched without speed from the point A. Applying the kinetic energy theorem on (S) calculate: 1)The speed of (S) at B ; 2)The speed of (S) at C ; 3)The length CD, where D is the highest point reached by (S) on CD.

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Chapter12: Static Equilibrium And Elasticity
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2- Motion of a solid on a rail
The rail ABCD, represented in the figure below, is situated in a vertical plane, the frictional forces are
negligible on the parts AB and CD of the rail, but those on BC are equivalent to a force of magnitude f =
3 N.
(S)
B
Given: h = 1.8 m, a = 30°, BC = 0.7 m and g = 10 m/s².
%3D
A punctual solid (S) of mass m = 0.25 kg is launched without speed from the point A.
Applying the kinetic energy theorem on (S) calculate:
1)The speed of (S) at B ;
2)The speed of (S) at C ;
3)The length CD, where D is the highest point reached by (S) on CD.
Transcribed Image Text:2- Motion of a solid on a rail The rail ABCD, represented in the figure below, is situated in a vertical plane, the frictional forces are negligible on the parts AB and CD of the rail, but those on BC are equivalent to a force of magnitude f = 3 N. (S) B Given: h = 1.8 m, a = 30°, BC = 0.7 m and g = 10 m/s². %3D A punctual solid (S) of mass m = 0.25 kg is launched without speed from the point A. Applying the kinetic energy theorem on (S) calculate: 1)The speed of (S) at B ; 2)The speed of (S) at C ; 3)The length CD, where D is the highest point reached by (S) on CD.
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