A 0.5 kg block slides along a horizontal frictionless surface at 2m/s. It is brought to rest by compressing a very long spring of spring constant 800N/m. The maximum spring compression (in cm) is: Select one:
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A: Write the given values with the suitable variables. x1=29 cm=0.29 mx2=32 cm=0.32 mk=8 N/cm=800 N/m…
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A: Let us analyse the question in step 2.
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A: slope = 60ok = 1400 N/m m = 0.2 kg x = 0.1 m ( compression)
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Q: compressed 3.0 cm. How far must you compress a spring with twice the spring constant to store the…
A: compression in 1st spring x1 = 3.0 cm = 3.0 cm
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Q: To what maximum height above the point of release does it rise?
A: The maximum height attained by the block can be determined by the conservation law of energy as,…
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Q: The box started from rest and 7.0m from a spring at the bottom of the incline. The coefficient of…
A: Given: Mass of the box: m=5 kg The angle of the incline: θ=18° The distance between the box and the…
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Q: A large mass (m) is dropped from rest, landing on a vertically mounted spring (constant k) as shown…
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Q: A 5.2 × 105 kg train is brought to a halt from a speed of 0.65 m/s in 0.45 m by a large spring…
A: Mass of train: M = 5.2 × 105 kgInitial velocity: u = 0.65 m/sSpring compression: x = 0.45 m
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Q: A 120 g arrow is shot vertically from a bow whose effective spring constant is 430 N/m. If the bow…
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Q: A block with a mass m is initially compressing a spring by x1 on a horizontal floor with no…
A: Mass = mInitial compression = x1spring constant = kFriction force = fr = 0 NewtonTotal distance =…
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