Question

simplify the expression.
6t + 2 + 2t + 9
6t + 2 + 2t + 9 = \square
(use the operation symbols in the math palet
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Explanation:

Step1: Combine like terms (t terms)

We have \(6t\) and \(2t\). To combine them, we add their coefficients. The coefficient of \(6t\) is \(6\) and the coefficient of \(2t\) is \(2\). So, \(6t + 2t=(6 + 2)t = 8t\).

Step2: Combine constant terms

We have the constant terms \(2\) and \(9\). Adding them together, we get \(2+9 = 11\).

Step3: Combine the results from Step1 and Step2

Now, we combine the combined like terms and the combined constant terms. So, \(6t+2 + 2t+9=8t + 11\).

Answer:

\(8t + 11\)