What is expand (1-t)wL-(1-t)wL^2 ?

The solution to expand (1-t)wL-(1-t)wL^2 is Lw-Ltw-L^2w+L^2tw

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expand (1-t)wL-(1-t)wL^2

expand

(1 - t) w L - (1 - t) w L^{2}

L w - L tw - L^{2} w + L^{2} tw

Solution steps

(1 - t) w L - (1 - t) w L^{2}

= L w (1 - t) - L^{2} w (1 - t)

Expand

w L (1 - t) : L w - L tw

= L w - L tw - (1 - t) w L^{2}

Expand

- w L^{2} (1 - t) : - L^{2} w + L^{2} tw

= L w - L tw - L^{2} w + L^{2} tw

(4 y + 9 x) d x + (3 y + 8 x) d y

(8 q^{2} - 162) ln (2 q + 9) - 4 q^{2} - 614 q

(- \frac{1}{s ^{2}} + 1) \cdot s

(2 + p) (2 - p)

(7 + 2) (9 + 5)

What is expand (1-t)wL-(1-t)wL^2 ?
The solution to expand (1-t)wL-(1-t)wL^2 is Lw-Ltw-L^2w+L^2tw