sauri
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In the equation for Hookes law what values do I consider if I was to plot for the value of k?. Would plotting T vs M give me this and would the gradient be equal to k?
The discussion revolves around understanding the relationship between tension (T) and mass (M) in the context of Hooke's Law and its application in plotting graphs to find the spring constant (k). Participants are exploring how to derive k from the equations related to the time period of a spring-mass system.
Some participants have provided equations and suggested plotting methods, while others are clarifying the definitions of terms involved, such as distinguishing between tension and time period. There is an ongoing exploration of how to rearrange equations to fit the linear form of y = mx + c.
There appears to be some confusion regarding the terms used in the equations, particularly between tension and time period, which may affect the interpretation of the graphs being discussed.
hellraiser said:What is the equation for time period?
T = 2(pi) sqrt[m/k]
Plotting the graph of M vs T^2 vs M i.e. T^2 on x-axis will give you the value of [k/2(pi)]^2