Which of the following are factors of 3x+3x^2 Choose all answers that apply: A x(x+1) B 3(x+1) 3x^2

To determine which of the given options are factors of , we first factor the expression.The expression can be factored by factoring out the greatest common factor (GCF): Now, let's check each option to see if it is a factor of \(3x(1 + x)\):A. \(x(x+1)\)We can rewrite \(x(x+1)\) as: Since \(3x(1 + x) = 3x(x+1)\), we see that \(x(x+1)\) is indeed a factor.B. \(3(x+1)\)We can rewrite \(3(x+1)\) as: Since \(3x(1 + x) = 3x(x+1)\), we see that \(3(x+1)\) is also a factor.C. We can rewrite as: Since \(3x(1 + x) = 3x(x+1)\), we see that is not a factor because it does not include the \((x+1)\) term.Therefore, the correct answers are:A. \(x(x+1)\)B. \(3(x+1)\)