A block–spring system obeys Hooke’s law with spring constant

PHYSICS · Single correct · AP · Physics 1: Algebra-based · Force and Translational Dynamics · Force and Translational Dynamics

Problem

A block–spring system obeys Hooke’s law with spring constant k=50 N m−1k=50\,\text{N m}^{-1}. If the block is displaced 3 cm3\,\text{cm} and 5 cm5\,\text{cm} from equilibrium in two separate trials, the ratio of the magnitudes of the restoring forces ∣F3 cm∣:∣F5 cm∣|F_{3\,\text{cm}}| : |F_{5\,\text{cm}}| is (a) 53\dfrac{5}{3} (b) 11 (c) 35\dfrac{3}{5} (d) 925\dfrac{9}{25}

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