Differentiate: HELP!
Differentiate: \[2x^2(1-3x^2)\]
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distribute \[2x^{2}-6x^{4}\] use power rule \[\frac{d}{dx} x^{n} = nx^{n-1}\]
how does that rule apply???
the "x^2" and "x^4"
Oh ok you distributed the 2x^2 and now I have to use the power rule but.....i don't exactly know how... :/ can you please explain?
well its posted above..."n" is the exponent you multiply by exponent, then reduce exponent by 1 and that is the derivative
hm...whats ''d'' in the rule stand for?
Pardon my naive-ness :( AICE Math isnt as easy as my counselor told me it would be
"d/dx" is the notation for derivative of function with respect to variable "x"
here is example \[\large \frac{d}{dx} 5x^{3} = 5*3x^{3-1} = 15x^{2}\]
OHHHHHHHHHHH i gt
i get it
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