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If f(x) = x^3 – 2x^2, which expression is equivalent to f(i)? A.–2 + i B.–2 – i C.2 + i D.2 – i
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whats stopping you from plugging in x = i
Remember, \(i^2=-1\).
And also, \(i = \sqrt{-1}\)
\[\large \begin{align}f(\color{red}{x}) &= \color{red}{x}^3-2\color{red}{x}^2\\~\\~\\f(\color{red}{i}) &=?\end{align}\]
\[(i)^3 = i^{2+1}=(i)^2 \cdot i\]
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Thanks a lot
Both of you
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