Answer
$(1+3i)(2-5i)=17+i$
Work Step by Step
$(1+3i)(2-5i)$
Evaluate the product by multiplying each term of the first factor by every term of the second factor:
$(1+3i)(2-5i)=2-5i+6i-15i^{2}=...$
Substitute $i^{2}$ by $-1$ and simplify:
$...=2-5i+6i-15(-1)=2+i+15=17+i$