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Can you simplify -3i(4 + 2i)?
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120
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-12i - 6i2
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5
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6 - 12i
That's Correct!
It's Wrong!
The expression -3i(4 + 2i) can be simplified by distributing the -3i to both terms inside the parentheses. This results in -12i - $$6i^2$$. Since $$i^2$$ is equal to -1, the expression simplifies further to -12i - 6(-1), which becomes -12i + 6. Finally, combining like terms, the simplified expression is 6 - 12i.
