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Use the expression given. Step 1: The GCF is __________ Step 2: Use the GCF to factor completely.

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Use the expression given.
Step 1: The GCF is __________
Step 2: Use the GCF to factor completely.

Use the expression given.
Step 1: The GCF is __________
Step 2: Use the GCF to factor completely.




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    1 Answer

    1. Quizzma Team

      To help you with finding the Greatest Common Factor (GCF) and factoring an expression, I’ll walk you through the steps. However, since I don’t have the specific expression, I will explain the process using a general example.

      1. Step 1: Finding the GCF

      To find the GCF of the terms in an expression, you need to identify the highest number that divides all the coefficients of those terms correctly, as well as the common variables with the smallest exponent.

      For example, if your expression is (6x^2 + 9x):

      – The GCF of the coefficients (6 and 9) is 3.
      – The common variable part is (x).

      – So the GCF is (3x).

      2. Step 2: Factoring Completely

      Now that you have the GCF, factor it out from each term in the expression:

      [

      6x^2 + 9x = 3x(2x + 3)

      ]

      Here, you took (3x) out of the original expression, and what’s left inside the parentheses is (2x + 3).

      So, depending on the expression you have, apply these steps. If you provide the specific expression, I can give you a more tailored answer. Keep exploring, and don’t hesitate to check our extended services for further assistance!

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