Answer:
The distributive property of the given expression in expanded form is
c(3a+b)=3ac+bc
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