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Today, we will discuss fitting a power curve given by y=aX^p to represent data. This nonlinear equation can be converted into a linear form by taking the natural logarithm of both sides. Simplifying further, we get Ln(Y)=Ln(a)+p*Ln(X), which can be expressed as Ln(Y)=a+b*Ln(X). This conversion allows us to find geometric curves that best fit the data.
