Question

simplify.
5d + 6c + 5c

Explanation:

Step1: Combine like terms (6c and 5c)

To simplify the expression \(5d + 6c + 5c\), we first identify the like terms. The terms \(6c\) and \(5c\) are like terms because they both have the variable \(c\). We can combine them by adding their coefficients. The coefficient of \(6c\) is 6 and the coefficient of \(5c\) is 5. So, \(6c + 5c=(6 + 5)c\). Calculating \(6+5\) gives us 11. So, \(6c + 5c = 11c\).

Step2: Rewrite the expression

Now that we have combined the like terms \(6c\) and \(5c\) to get \(11c\), we substitute this back into the original expression. The original expression was \(5d + 6c + 5c\), and after combining the like terms, it becomes \(5d+11c\).

Answer:

\(5d + 11c\)