Determine the tension P in the cable which will give the 143-lb block a steady acceleration of 6.1 ft/sec? up the inclin 230 143 lb Hj = 0.40 30°
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- Determine the tension P in the cable which will give the 79-lb block a steady acceleration of 4.1 ft/sec2 up the incline.*8–60. Each block has a weight of 400 lb. Determine how far the force P can compress the spring until block B slips on block A. What is P for this to occur?The double inclined plane supports two blocks A and B, each having a weight of 7 lb as shown below. If the coefficient of kinetic friction between the blocks and the plane is 0.09, determine the acceleration of each block.
- The driver attempts to tow the crate using a rope that has a tensile strength of 1 kN. If the crate isoriginally at rest and has a weight of 1,3 kN, determine the greatest acceleration (m/s2) it can have if the coefficient of static friction between the crate and the road is μs=0.4, and the coefficient of kinetic friction is μk=0.3, g=10 m/s2The 149-lb crate is carefully placed with zero velocity on the incline. What is the acceleration of the block (positive down the incline) if (a) θ = 12° and (b) θ = 18°?The conveyor belt delivers each 12-kg crate to the ramp at A such that the crate’s speed is vA = 2.5 m>s,directed down along the ramp. If the coefficient of kinetic friction between each crate and the ramp is mk = 0.3,determine the smallest incline u of the ramp so that the crates will slide off and fall into the cart
- The conveyor belt is moving downward at 5 m/s. If the coefficient of static friction between the conveyor and the 12-kg package B is uk = 0.71, determine the shortest time the belt can stop so that the package does not slide on the belt.The 4-lb collar C fits closely the smooth shaft. The spring in unstretched when s=0 and its stiffness is 6 lb/ft. AT s=0 ft, the collar is given a velocity of 19ft.s-1. The height is 0.6-ft. determine the position of the collar when its velocity is 0 ft.s-1The coefficient of static friction between wedgesB and C is μs = 0.6 and between the surfaces ofcontact B and A and C and D, μs = 0.4. If P = 50N,determine the smallest allowable compression ofthe spring without causing wedge C to move tothe left. Neglect the mass of the wedges.
- Determine the tension in the cable when the 400 kg box is moving upward with a 2 m/s2 acceleration. A. 4724 N B. 5524 N C. 3124 N D. 6543 NBlocks A and B have masses of 10 kg and 20 kg respectively. The coefficient of static friction between A and B is 0.20, between B and C is 0.10 and at D, 0.15. Block B impends to slide up the 30o- incline plane. Draw the free body diagram of block A Draw the free body diagram of block B What is the weight of the hanging block that will maintain static equilibrium? Note: Use T1 and T2 for tension on the tight side and slack side of the cord respectively.the two blocks in the diagram are in static equilibrium. a) draw a force diagram and for each block and set up forces balances on each block. b) determine the tension in the rope and the mass of block 1 (M1) c) if both blocks have the same mass of 90 kg, what would the magnitude and direction of the acceleration of each block be?