l0=0.4(m)l_0=0.4(m)l0=0.4(m)
k=500(N/m)k=500(N/m)k=500(N/m)
kΔx0=mg→Δx0=mg/k=0.5⋅9.8/500=0.0098(m)k\Delta x_0=mg\to \Delta x_0=mg/k=0.5\cdot9.8/500=0.0098(m)kΔx0=mg→Δx0=mg/k=0.5⋅9.8/500=0.0098(m)
kΔx=ma→Δx=ma/k=0.004(m)k\Delta x=ma\to \Delta x=ma/k=0.004(m)kΔx=ma→Δx=ma/k=0.004(m)
The length of the spring
l=l0+Δx0+Δx=0.4+0.0098+0.004=0.4138(m)=41.38(cm)l=l_0+\Delta x_0+\Delta x=0.4+0.0098+0.004=0.4138(m)=41.38(cm)l=l0+Δx0+Δx=0.4+0.0098+0.004=0.4138(m)=41.38(cm) . Answer
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