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how do i find the derivative of : y=(4x^2/4)lnx-(x^4/16)
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should i try factoring first?
I'm not sure factoring makes it easier. Then you have to use the products rule.
I'd probably just differentiate term by term.
when differntiating term by term, can i pull out the x^4/4 from that first term as a constant
If it's (4x^2)/4 that's the same as just x^2
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i made a mistake, the first term should be (x^4/4)lnx
can i pull out that x^4/4 as a constant or do i have to use the product rule
?
No, just the 1/4 is a constant. x^4 is a variable term. You have to differentiate x^4(ln x) using the product rule.
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