What is (sqrt(3)+i^3)(1-i) ?

The solution to (sqrt(3)+i^3)(1-i) is (sqrt(3)-1)+(-sqrt(3)-1)i

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simplify (sqrt(3)+i^3)(1-i)

simplify

(3 + i^{3}) (1 - i)

(3 - 1) + (- 3 - 1) i

Solution steps

(3 + i^{3}) (1 - i)

Apply FOIL method

(3 + i^{3}) (1 - i) : 3 + i (- 3 - 1) - 1

= 3 + i (- 3 - 1) - 1

Rewrite in standard complex form:

(3 - 1) + (- 3 - 1) i

= (3 - 1) + (- 3 - 1) i

(x + y^{- 1})^{- 1}

3 x y (3 x - y) + 2 (3 x - y)

- (8 a - 6 b - c) + (2 a + 8 b + c)

\frac{z ^{2} z ^{4}}{z ^{3} z ^{- 1}}

2 x (2 - 4 x + 3) + 3 (x + 4 y) - 8 x

What is (sqrt(3)+i^3)(1-i) ?
The solution to (sqrt(3)+i^3)(1-i) is (sqrt(3)-1)+(-sqrt(3)-1)i