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Limits and Derivatives Formulas

Limits and Derivatives Formulas

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in this video we're going to talk about how to find the derivative using the definition of the derivative formula so basically we need to find the derivative of a function using the limit process and f prime of x represents the derivative of f of x and it's equal to the limit as h approaches zero of f of x plus h minus f of x divided by h so that's the formula that we need to use so let's say if f of x is a linear function 5 x minus 4. what is f prime of x what's the first derivative of this function so go ahead and try that now what is f of x plus h how can we find that well if f of x is five x minus four then f of x plus h is going to be five times x plus h minus four so all you need to do is in f of x wherever you see an x replace it with x plus h so now let's plug in everything into this formula so it's going to be the limit as h approaches 0 and then it's going to be 5 x plus h minus 4 and then minus f of x which f of x is 5 x minus 4. and so we're going to divide all of this by h

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