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Homework Statement
y = A cos (kx-wt)
differentiate twice is -A^2k^2 cos (kx-wt)
Why?
Homework Equations
n/a
The Attempt at a Solution
-w^2 A cos (kx-wt)
The discussion revolves around differentiating the function y = A cos(kx - wt) twice with respect to a variable. Participants are exploring the implications of the differentiation process and the resulting expressions.
The conversation is ongoing, with participants providing insights into the differentiation process and questioning the assumptions made in the original post. Some guidance regarding the chain rule has been offered, and there is an acknowledgment of the need to clarify the variable of differentiation.
There is a mention of the distinction between calculus and physics in the context of the problem, suggesting that the interpretation of the function may vary based on the approach taken.
Good catch arunbg, didn't notice that myselfarunbg said:Yes, you should use chain rule, but more importantly,what are you differentiating the function with respect to ? The answer the text gave has a quantity A^2, which I believe can't be obtained by differentiating the eqn, wrt any given variable in the function. Please check if you made an errors in copying the answer.

Thanks arunbgarunbg said:Oh, and hoot congrats for goin gold, and keep up the good work.