What is factor [x^2+xysin(yx)]y'(x) ?

The solution to factor [x^2+xysin(yx)]y'(x) is x(x+sin(xy)y)y'(x)

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factor [x^2+xysin(yx)]y'(x)

factor

[x^{2} + x y sin (y x)] y^{'} (x)

x (x + sin (x y) y) y' (x)

Solution steps

(x^{2} + x y sin (y x)) y^{'} (x)

Factor

x^{2} + x y sin (y x) : x (x + y sin (y x))

= x (x + y sin (y x)) y^{'} (x)

tan^{2} (x) - tan (x) - 2

- (8 x)^{2} - 4 (8 x) + 77

(A \cdot B) C

\frac{18}{36}

4 x^{1} 8 - 1

What is factor [x^2+xysin(yx)]y'(x) ?
The solution to factor [x^2+xysin(yx)]y'(x) is x(x+sin(xy)y)y'(x)