Simplify 0.2(3b-15c)+6c
distribute over the value in parentheses
then add like quantities
0.2(3b - 15c) + 6c = 0.6b - 3c + 6c = 0.6b + 3c.
To simplify the expression 0.2(3b-15c)+6c, we can start by distributing the 0.2 to the terms inside the parentheses.
Multiplying 0.2 by 3b gives us 0.6b, and multiplying 0.2 by -15c gives us -3c.
So, our expression becomes:
0.6b - 3c + 6c
Next, we can combine the like terms. In this case, we have -3c and +6c both containing the variable c.
By combining these terms, we get:
0.6b + 3c
Therefore, the simplified form of the expression 0.2(3b-15c)+6c is 0.6b + 3c.