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A UPS package full of chocolates that weighs 3 kg is on a ramp that is angled at θ = 25∘ to the horizontal. The coefficient of kinetic friction of the ramp is μk = 0.19. If the UPS package starts from rest at height of 8.15 m from base of the ramp, how fast will it be travelling as it slides down to the bottom of the ramp? m/s

A UPS package full of chocolates that weighs 3 kg is on a ramp that is angled at θ = 25∘ to the horizontal. The coefficient of kinetic friction of the ramp is μk = 0.19. If the UPS package starts from rest at height of 8.15 m from base of the ramp, how fast will it be travelling as it slides down to the bottom of the ramp? m/s

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A UPS package full of chocolates that weighs 3 kg is on a ramp that is angled at θ = 25 ∘ to the horizontal. The coefficient of kinetic friction of the ramp is μ k = 0.19 . If the UPS package starts from rest at height of 8.15 m from base of the ramp, how fast will it be travelling as it slides down to the bottom of the ramp? ◻ m / s

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