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the derivative of x^2/(x^3 +2)
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Quotient rule.
I am using it but got a different answer than what my professor has.
\[\rm D\left[ f \over g\right] ={f'g - fg' \over g^2} \]
Can you do it?
one question... so when we bring up the denominator to the numerator does the power stay the same or does it become a negative?
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Negative, of course.
ok hold
im getting thrown off a lot by the derivatives
anybody?
What are you confused about?
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i know the basics of the quotient rule but im getting confused when i try to get the derivates...
y ' = ((x^2)'(x^3 +2) - (x^2)(x^3 +2)') / (x^3 +2)^2
Use the power rule to differentiate x^2, and again use the power rule to differentiate x^3+2
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