Why is this wrong, Spring Problem

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In summary, the spring problem may be considered wrong due to potential errors in assumptions, calculations, or interpretation. To identify and correct these errors, it is important to carefully review each step of the problem and seek input from experts. The consequences of errors in the spring problem can vary and can be prevented by carefully reviewing all steps and seeking input from others.
  • #1
Jacob87411
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1
A 2.00 kg block is attached to a spring of force constant 590 N/m as in Figure 7.10. The block is pulled 6.00 cm to the right of equilibrium and released from rest.

(a) Find the speed of the block as it passes through equilibrium if the horizontal surface is frictionless.

We can use potential energy here...MGH=1/2MV^2
2GH=V^2
2(9.8)(.06)=V^2
V=1.0844 m/s

Why is this off?
 
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  • #2
because it isn't gravitational potential energy... it's elastic potential energy.
 
  • #3
The elastic potential energy is [tex]E=\frac{1}{2}k\Delta l^2[/tex]
 

1. Why is the spring problem wrong?

The spring problem may be considered wrong because it may contain errors in the assumptions made, the calculations performed, or the interpretation of the results. It is important to carefully review each step of the problem to identify any potential errors.

2. How do you identify the errors in the spring problem?

To identify errors in the spring problem, it is important to carefully review each step of the problem, from the assumptions made to the calculations performed. It may also be helpful to seek the input of other scientists or experts in the field.

3. Can errors in the spring problem be corrected?

Yes, errors in the spring problem can be corrected by identifying and addressing the specific errors made. This may involve adjusting assumptions, recalculating results, or seeking additional data or perspectives.

4. What are the consequences of errors in the spring problem?

The consequences of errors in the spring problem can vary depending on the nature and severity of the errors. In some cases, it may lead to inaccurate or unreliable results, while in others it may have little impact on the overall findings.

5. How can we prevent errors in the spring problem?

To prevent errors in the spring problem, it is important to carefully review all assumptions, calculations, and interpretations. Seeking input from others and double-checking all steps can also help to identify and prevent potential errors.

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