What is expand (x-u)dx-(x+3u)(udx+xdu) ?

The solution to expand (x-u)dx-(x+3u)(udx+xdu) is xdx-udx-xudx-x^2du-3u^2dx-3xudu

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expand (x-u)dx-(x+3u)(udx+xdu)

expand

(x - u) d x - (x + 3 u) (u d x + x d u)

x d x - u d x - xu d x - x^{2} d u - 3 u^{2} d x - 3 xu d u

Solution steps

(x - u) d x - (x + 3 u) (u d x + x d u)

Expand

d x (x - u) : x d x - u d x

= x d x - u d x - (x + 3 u) (u d x + x d u)

Expand

- (x + 3 u) (u d x + x d u) : - xu d x - x^{2} d u - 3 u^{2} d x - 3 xu d u

= x d x - u d x - xu d x - x^{2} d u - 3 u^{2} d x - 3 xu d u

c u r l (4 y x^{2}, x + 3 x y^{2})

2 0^{2}

- \frac{24}{( 1 + x ) ^{5}}

d x (80 cos (x) + 20)

\frac{( h + 4 ) ( h + 7 )}{h}

What is expand (x-u)dx-(x+3u)(udx+xdu) ?
The solution to expand (x-u)dx-(x+3u)(udx+xdu) is xdx-udx-xudx-x^2du-3u^2dx-3xudu