What is expand (2,1,-1)*(1,x,0) ?

The solution to expand (2,1,-1)*(1,x,0) is 2(1*0,,x),1,-1*(1*0,,x)

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expand (2,1,-1)*(1,x,0)

expand

(2, 1, - 1) \cdot (1, x, 0)

2 (1 \cdot 0,, x), 1, - 1 \cdot (1 \cdot 0,, x)

Solution steps

(2, 1, - 1) (1, x, 0)

= (2 \cdot 1,, - 1) (1 \cdot 0,, x)

Apply the distributive law:

a (b - c) = ab - a c

a = (1, x, 0), b = 2, 1,, c = 1

= (1, x, 0) \cdot 2, 1, - (1, x, 0) \cdot 1

= 2 (1 \cdot 0,, x), 1, - 1 \cdot (1 \cdot 0,, x)

\frac{( u - 1 )}{u}

(ln (x)) (x^{3} - 16)

e^{- c (1 + y + z)} - e^{- c (y + z)}

\frac{( 20 + 3 t ) ^{2}}{25}

(1 - cos (x)) sin (x) [0, π]

What is expand (2,1,-1)*(1,x,0) ?
The solution to expand (2,1,-1)*(1,x,0) is 2(1*0,,x),1,-1*(1*0,,x)