A 10 kg block A is pushed up in such a way that it compresses the...

  

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A 10 kg block A is pushed up in such a way that it compresses the spring to which it is attached by x = 0.6 m. The block released from point 1 on an inclined plane with a slope of 30% hits the 5 kg sphere B hanging at the end of a 1 m rope at point 3. Spring constant k=0.8 N/m, friction coefficient between block A and the ground uk-0.2, d=1.5 m between point 2 and point 3 where the normal length of the spring is located, and loss rate during the collision of A and B. (reversion coefficient) e = 0.8. According to the information given above When a=25° o) Calculate the potential energy of B at point 4 [VB4] p) Calculate the kinetic energy of B at point 4 [TB4] a) Calculate the speed of B [VB4] r) B's acceleration in the normal direction [an-B4] s) Show by drawing the forces acting on B in the direction of the rope at doint 4. t) Wn the component of the weight in the rope direction at point 4. u) Write the equation of motion in the normal direction at point 4. v) Calculate the tension force [T4] in the rope to which B is connected. 0 y ekseni L k www.A h 2 x ekseni 3 B L h₂ A 10 kg block A is pushed up in such a way that it compresses the spring to which it is attached by x = 0.6 m. The block released from point 1 on an inclined plane with a slope of 30% hits the 5 kg sphere B hanging at the end of a 1 m rope at point 3. Spring constant k=0.8 N/m, friction coefficient between block A and the ground uk-0.2, d=1.5 m between point 2 and point 3 where the normal length of the spring is located, and loss rate during the collision of A and B. (reversion coefficient) e = 0.8. According to the information given above When a=25° o) Calculate the potential energy of B at point 4 [VB4] p) Calculate the kinetic energy of B at point 4 [TB4] a) Calculate the speed of B [VB4] r) B's acceleration in the normal direction [an-B4] s) Show by drawing the forces acting on B in the direction of the rope at doint 4. t) Wn the component of the weight in the rope direction at point 4. u) Write the equation of motion in the normal direction at point 4. v) Calculate the tension force [T4] in the rope to which B is connected. 0 y ekseni L k www.A h 2 x ekseni 3 B L h₂