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Multiple Choice 1 Point If Sin(xy)=x^3 Then (dy)/(dx)= (sec(xy))/(3x^2) (3x^2cdot Sec(xy)-y)/(x) (3x^2cdot Sec(xy))/(y) 3x^2cdot

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Multiple Choice 1 point If sin(xy)=x^3 then (dy)/(dx)= (sec(xy))/(3x^2) (3x^2cdot sec(xy)-y)/(x) (3x^2cdot sec(xy))/(y) 3x^2cdot sec(xy)-y

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Respuesta

To find , we need to differentiate both sides of the equation with respect to .Using the chain rule, we have: Now, we need to find . Using the product rule, we have: Substituting this into the previous equation, we get: Now, we need to solve for . Rearranging the equation, we have: Therefore, the correct answer is .