jaimer97 Posted September 15, 2015 Posted September 15, 2015 Hi all i have a calculus problem Differentiate with respect to the variable y=1/3cos-1(x/4) i completed this using the inverse cosine function y=cos-1(x^-4)/3 function -1/root a^2-x^2 Differentiated dy/dx=(1/root4^2-x^2)/3 Brought in the 3 for dy/dx=0.3x(1/root4^2-x^2) at this point i cant really see how to simplify this further. Can it be done. are the current steps correct? Thank you
imatfaal Posted September 16, 2015 Posted September 16, 2015 Your answer seems ok but missing a negative - but your simplification and bracketing is woeful 1/3 DOES NOT EQUAL 0.3 I get \frac{dy}{dx}=-\frac{1}{3 \sqrt{16-x^2}} [latex]\frac{dy}{dx}=-\frac{1}{3 \sqrt{16-x^2}}[/latex]
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