Question #104894
f¹₃ (⨯)=cotx4.siny²x³
1
Expert's answer
2020-03-11T09:34:34-0400

fx=4x3sin2x4sin(y2x3)+3x2y2cos(y2x3)cotx4f_x=-\frac{4x^3}{\sin^2x^4}\sin(y^2x^3)+3x^2y^2\cos(y^2x^3)\cot x^4

fy=2yx3cos(y2x3)cotx4f_y=2yx^3\cos(y^2x^3)\cot x^4


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