Derivatives, Chain Rule, Numero 3 (Please help!):
$\ G(x)=(3x-2)^{10} (5x^2-x+1)^{12} $

Question

Derivatives, Chain Rule, Numero 3 (Please help!):
$\ G(x)=(3x-2)^{10} (5x^2-x+1)^{12} $

anonymous · Answer

10(3x-2)^9*3*(5x.....)+(3x...)*12(5x..)^11.(10x-1)

anonymous · Answer

So take the power rule and then use the product rule?

anonymous · Answer

yes

anonymous · Answer

Cool! Thank you @studentphy

anonymous · Answer

Most WC

zepdrix · Answer

Product rule THEN power rule on each term that requires differentiation :O Just thought I'd mention that in case there was any confusion <:o

anonymous · Answer

I just got stuck on that problem again. Thanks for the clarification, yet again, @zepdrix!!

anonymous · Answer

d/dx(u*V)=keep u constant * derivative of v (which is use power rule)+keep v constant *derivative of U(which is first use power rule then product) hope it clarifies.

anonymous · Answer

Wait a minute.... How can you differentiate the two terms with exponents when using the product rule before power...? Could someone show me step by step please

zepdrix · Answer

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