How do you solve the algebraic expressions 3x + 4 – 2 and 2x + 11 – 1?

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To solve the algebraic expressions 3x + 4 – 2 and 2x + 11 – 1, we will simplify each expression step by step.

1. Simplifying the first expression:

Start with the expression:

3x + 4 - 2

Next, combine the constant terms (4 and -2):

3x + (4 - 2) = 3x + 2

So, the simplified version of the first expression is:

3x + 2

2. Simplifying the second expression:

Now, let’s simplify the second expression:

2x + 11 - 1

Similarly, combine the constant terms (11 and -1):

2x + (11 - 1) = 2x + 10

Thus, the simplified version of the second expression is:

2x + 10

Final Results:

After simplifying both expressions, we have:

  • First Expression: 3x + 2
  • Second Expression: 2x + 10

These simplified expressions can now be further used for solving equations or other mathematical operations as needed.

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