What is expand (1,69-1,21i)0.36i ?

The solution to expand (1,69-1,21i)0.36i is 1*0.36i,69-1*0.36i,21i

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expand (1,69-1,21i)0.36i

expand

(1, 69 - 1, 21 i) 0.36 i

1 \cdot 0.36 i, 69 - 1 \cdot 0.36 i, 21 i

Solution steps

(1, 69 - 1, 21 i) \cdot 0.36 i

= 0.36 i (1 \cdot 69, - 1 \cdot 21 i,)

Apply the distributive law:

a (b - c) = ab - a c

a = 0.36 i, b = 1, 69, c = 1, 21 i

= 0.36 i 1, 69 - 0.36 i 1, 21 i

= 1 \cdot 0.36 i, 69 - 1 \cdot 0.36 i, 21 i

(y sin (x) + sin (y) + y) d x

\frac{20 + 3 x}{2 ( 15 + x )}

\frac{b}{x ^{2} \cdot ( x + a )}

sin (2 π (t - 1))

4 (i, - j) - 2 (- 3 i, 4 j)

What is expand (1,69-1,21i)0.36i ?
The solution to expand (1,69-1,21i)0.36i is 1*0.36i,69-1*0.36i,21i