Question

A spring has a spring constant k = 8.75 n/m. if the spring is displaced 0.150 m from its equalibirum position. What is the force that the spring exerts?

Answer 1

The force that the spring exerts is = 1.31 N

How can we calculate the force that the spring exerts?

The spring force in the spring depends on the spring's displacement and the force constant of the particular spring. The below expressions show the force that the spring exerts,

$F=kx$

Here, we are given,

k= The spring constant of a spring = 8.75 N/m.

x= The displacement of the string is = 0.150 m

Now, we replace the known values in the above equation, we can find :

$F=kx$

Or, $F= 8.75 \times 0.150$

Or, $F= 1.3125 N$

Or, F≈ 1.31 N

Now, from the above calculation we can conclude that the force that the spring exerts is 1.31 N.

Learn more about the Spring constant:

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