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if f(x)=sqrt(x) find and simplify (f(a+h)-f(a))/h where h cnt=0
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[sqrt(a+h) - sqrt(a)] / h = [(sqrt(a+h) - sqrt(a)) * (sqrt(a+h) + sqrt(a))] / [h*(sqrt(a+h) + sqrt(a))] = (a+h-a) / [h*(sqrt(a+h) + sqrt(a))] = 1 / (sqrt(a+h) + sqrt(a)) take the limit now 1/(2sqrt(a)) which is the derivative of sqrt(x) at x=a.
i just multiplied by a form of 1 : (sqrt(a+h) + sqrt(a))/(sqrt(a+h) + sqrt(a))
ok makes sense, been awhile since iv done them and cant find it in the book so thanks for the reminder
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