How do you multiply #(3-2i)(5-6i)#?

Question

4561 views around the world

You can reuse this answer
Creative Commons License

Answer 1 · 2016-01-14T07:19:30

Steps are given below.

#(3-2i)(5-6i)#
Use FOIL

#=(3)(5) + (3)(-6i) - (2i)(5) + (-2i)(-6i)#

#=15 - 18i - 10i + 12i^2#

#color(red) "note : i² =-1"#

#=15 -28i + 12(-1)#

#=15-28i-12#

#=3-28i#