Distributive property in expanded form

c (3a+b)

The distributive property of the given expression in expanded form is

c (3a+b) = 3ac+bc

Step-by-step explanation:

Given expression is c (3a+b)

To find the distributive property in expanded form of the given expression:

c (3a+b) = (c) (3a) + (c) (b) (each term in the factor is multiplied to the each term in the another factor)

=3ac+bc

Therefore c (3a+b) = 3ac+bc

The distributive property of the given expression in expanded form is

c (3a+b) = 3ac+bc