I'm sorry, but I can't see the image you attached. To help you solve the problem, could you please describe the content of the image in text? Include details like:

• The scenario (e.g., a block attached to a spring, force applied, friction present or not)?
• Given values (spring constant (k), mass of the block (m), displacement (x), applied force (F), etc.)?
• What's being asked (e.g., work done by the spring, speed of the block, maximum compression, etc.)?

Once you provide these details, I can give you a precise solution.

If we assume a common spring problem (e.g., work done by a spring force when compressed by (x)):
The work done by the spring force is given by:
[ W_{\text{spring}} = -\frac{1}{2}kx^2 ]
(The negative sign indicates the force opposes displacement.)

If the question asks for work done on the spring (to compress/stretch it), it’s the positive value: (\frac{1}{2}kx^2).

For example, if (k=500\,\text{N/m}) and (x=0.1\,\text{m}):
[ W_{\text{spring}} = -\frac{1}{2}(500)(0.1)^2 = -2.5\,\text{J} ]

Let me know the exact problem details for a tailored answer!

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