Oscillation Equation Typo in Textbook?

In summary, the conversation is about a physics problem involving equations for r, omega, and electric fields. The person asking for help has gotten the same result as the solutions guide but with a different number in the numerator. They are unsure if they made a mistake or if the textbook is incorrect. They have already solved the problem but just want to confirm the correct value.
  • #1
Calpalned
297
6

Homework Statement


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Homework Equations


##r=0.15-0.05cos(\omega t)## ##\omega = \sqrt {\frac{k}{m}}##
##\vec{E}=\frac{Qk}{r^2}##

The Attempt at a Solution


In my end result, I got the same thing as above, but with 10^5 in the numerator. According to the solutions guide, the final answer is a simplification of ##\frac{2.7*10^4}{(0.15-0.05cos(13.92t))^2}## Did I make a mistake or did the textbook? Thank you.
 
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  • #2
Hi Calpalned. Is this a problem easily solved in your head, or is there some working that you have forgotten to attach?
 
  • #3
I solved it already, It just want to check if it's 10^5 or 10^7
 

FAQ: Oscillation Equation Typo in Textbook?

What are oscillations?

Oscillations refer to the repetitive motion or movement of an object or system about a central or equilibrium position.

What causes oscillations?

Oscillations are caused by a restoring force that acts on the object or system, trying to bring it back to its equilibrium position. This force can be gravity, tension, or elasticity, depending on the specific situation.

What is a typo in the context of oscillations?

In the context of oscillations, a typo refers to a small mistake or error in the measurement or calculation of a certain variable or parameter related to the oscillation. This can lead to inaccuracies in the overall analysis or understanding of the system.

How can a typo affect the analysis of oscillations?

A typo can affect the analysis of oscillations by introducing errors in the data or equations used to study the system. This can result in incorrect conclusions and a misunderstanding of the behavior of the system.

How can scientists prevent typos in the study of oscillations?

To prevent typos in the study of oscillations, scientists should double-check their data and calculations, as well as use reliable and accurate measurement tools. Collaborating with other researchers and peer-reviewing studies can also help identify and correct any potential typos or errors.

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