A spring 20cm long is stretched to 25cm by a load of 50N. What will be its length when stretched by 100N assuming that the elastic limit is not reached
Δx=0.25−0.20=0.05 (m)\Delta x=0.25-0.20=0.05\ (m)Δx=0.25−0.20=0.05 (m)
F=kΔx→k=F/Δx=50/0.05=1000 (N/m)F=k\Delta x\to k=F/\Delta x=50/0.05=1000\ (N/m)F=kΔx→k=F/Δx=50/0.05=1000 (N/m)
Δx1=F1/k=100/1000=0.1 (m)\Delta x_1=F_1/k=100/1000=0.1\ (m)Δx1=F1/k=100/1000=0.1 (m)
x1=0.2+0.1=0.3 (m)x_1=0.2+0.1=0.3\ (m)x1=0.2+0.1=0.3 (m) . Answer
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