A 5.60 kg mass suspended from a spring with spring constant, k =850 N/m, extends it to a total length of 0.250 m. Find the new total length of the spring when a 16.00 kg mass is suspended
apply the relation between force and spring consatnt as F = kx
i.e mg = K(x-x0)
where K is 850 N/m
m is mass = 5.6 Kg
so x-x0 = mg/K
x-x0 = ( 5.6 * 9.8/850)
x-x0 = 0.064 m
but given x-x0 = 0.25
x0 = 0.25 -0.064
x = 0.186 m is the actual length.
so now when m = 16 kg suspended
again
x- x0 = 16 * 9.8 /850
x-x0 = 0.1844
x = new total klength = 0.186 + 0.18444
x = 0.37 m
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