Question

The 1.assosiative 2.Commutative 3.distributive 4.identity property allows 3i + 2i to be written as (3 + 2)i.

Answer 1

The given expression is

$3i + 2 i$

And we have to find , which identity property allows the given expression to be written as

$(3+2)i$

The given expression is

$3i+2i$

Taking out i, since i is common

$(3+2)i$

And the property is distributive property.

Answer 2

Answer:

distributive on edge :)