Step 5: Click and drag to move the on-screen horizontal dashed line so that it i

Question

Step 5: Click and drag to move the on-screen horizontal dashed line so that it is aligned with the bottom of the three springs Step 6: Click and drag to move the on-screen ruler so that its top (0 cm) is aligned with the dashed line. Step 7: Click and drag to attach a 100-gram hooked mass to Spring 1. Determine the load force (F) of the 100-gram mass by converting grams to kilograms, then using F mg. Step 8: Carefully record the amount of stretch (x) that the spring experiences when loaded with the 100-gram mass Convert the amount of stretch from centimeters to meters before recording it in the data table Step 9: Rearrange Hooke's Law, F kx, solving for k Then determine the force constant (k) of Spring 1 using the force from Step 7 and the stretch from Step 8 Data Table 1 Force (N) Stretch (mk(Nm) ofce

Explanation / Answer

Step 9

from step 7,force=F=0.1*9.8=0.98 N

from step 8,x=0.22m

we got

F=kx

k=F/x=4.45 N/m

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