Question #150445

A 1.55 kg rock is suspended from a spring that is stretched 0.870 m. What is the spring constant for this spring?



1
Expert's answer
2020-12-31T08:08:41-0500

By definition, the spring constant is:


k=Pxk=\dfrac{P} {x}

where P=mgP=mg is the weight of the rock, x=0.87mx=0.87m is the elongation of the string, m=1.55kgm=1.55kg is the mass of the rock, and g=9.81m/s2g=9.81m/s^2 is the gravitational acceleration. Thus, obtain :


k=mgxk=1.559.810.8717.48N/mk=\dfrac{mg} {x} \\ k=\dfrac{1.55\cdot9.81} {0.87}\approx17.48N/m

Answer. 17.48 N/m.


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