Answer
$-2-11i$
Work Step by Step
We first use the FOIL method to simplify the expression. Then, knowing that $i=\sqrt{-1}$, we can substitute $-1$ for $i^{2}$ to obtain:
$(4-3i)(1-2i)$
=$4(1-2i)-3i(1-2i)$
=$4-8i-3i+6i^{2}$
=$4-11i+6i^{2}$
=$4-11i+6(-1)$
=$4-6-11i$
=$-2-11i$
