What is expand (5-6i)i(-19+2k*pi) ?

The solution to expand (5-6i)i(-19+2k*pi) is -95i+10piik+114i^2-12pii^2k

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expand (5-6i)i(-19+2k*pi)

expand

(5 - 6 i) i (- 19 + 2 k \cdot π)

- 95 i + 10 πik + 114 i^{2} - 12 π i^{2} k

Solution steps

(5 - 6 i) i (- 19 + 2 kπ)

= i (5 - 6 i) (- 19 + 2 πk)

Expand

(5 - 6 i) (- 19 + 2 kπ) : - 95 + 10 πk + 114 i - 12 πik

= i (- 95 + 10 πk + 114 i - 12 πik)

Expand

i (- 95 + 10 πk + 114 i - 12 πik) : - 95 i + 10 πik + 114 i^{2} - 12 π i^{2} k

= - 95 i + 10 πik + 114 i^{2} - 12 π i^{2} k

(5 x - 5)^{2}

9 x 3 + 54 x 2 + 36 x - 8

\frac{e ^{i (k + 1) θ} - 1}{e ^{i θ} - 1}

(3 - 3 i)^{7}

(e - f k) (e - e f k + f k)

What is expand (5-6i)i(-19+2k*pi) ?
The solution to expand (5-6i)i(-19+2k*pi) is -95i+10piik+114i^2-12pii^2k