An object is sliding down a frictionless slope of 20o. The acceleration of the object (in m/s2) isGroup of answer choices3.564.90Acceleration cannot be determined because mass of the object is not known3.359.21

A 6.6 kg box slides down an inclined plane that makes an angle of 40° with the horizontal.If the coefficient of kinetic friction is 0.2, at what rate does the box accelerate down the slope?Express your answer in m/s2, to at least one digit after the decimal point.

A wooden block of mass 2.80 kg2.80 kg is sliding down a slope with acceleration 0.360 m s−20.360 m s−2. The slope makes an angle 16.0∘16.0∘ with the horizontal.Calculate the coefficient of dynamic friction, μdμd.

A 25.1 kg mass is sliding to the right along a horizontal surface, beign pulled by a force of 152 N that directed up-and-to-the-right at 31.3 degrees above horzontal. The coefficient of kineticfriction is 0.329. Find the acceleration of the mass.

In the figure provided, a crate of mass m sits at rest on a 20° ramp and is connected to another crate of mass 1.80 kg by a rope and pulley. If the coefficient of friction is μk = 0.570 and μs = 0.850 with the surface, what acceleration will the mass m have if it is slightly nudged and begins to be pulled up the ramp? Assume the rope and pulley are massless.

Context: m The object of mass m = 3 kg is at the bottom of the incline, which is at the angle e = 55° with respect to horizontal. The object has initial speed of vo = 5 m/s and begins slide up the incline. There is a friction between the object and the incline. The coefficient of kinetic friction is uk = 0.25. The object moves up the incline and eventually stops under the influence of friction and its own weight. Find: (a) how high up the incline (in m, relative to its original position) the object slides before stopping (careful here - your answer is the height, i.e. the vertical distance between object's final position and the ground); (b) work in J) done by the kinetic friction when the object moves up the incline (careful with the sign); (c) work in J) done by the normal force when the object moves up the incline; (d) work in J) done by the gravity when the object moves up the incline (careful with the sign); (e) when the object reaches the highest point on the incline it begins to slide back down, find object's speed (in m/s) at the bottom of the incline. Answer question