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Determine f′(x) for f(x)=ln(19x^11)
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isnt it 209x^10/((19x^11)^2)?
substitute u for 19x^11 to get ln(u) Then derive that like you would normally to get 1/u du Since u is 19x^11, the derivation for that is 209x^10 Plug in all the numbers to get (209x^10)/(19x^11)
I don't think you need to square the bottom
why isnt it (19x^11)^2?
but the quotient rule needs it to be squared?
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Because the derivative of ln(x) is simply 1/x, and the quotient rule isn't used here because that's the answer. Now, if you were deriving it for a second time, you'd have to use the quotient rule but since it's your answer that uses division and not the question, you don't have to use it
ahh okays thank you again
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