What is the combined result of 3m + 4m - 2m?

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Master Algebraic Simplification by combining like terms effectively. Study with engaging quizzes, detailed explanations, and various question formats. Ace your exam!

Multiple Choice

What is the combined result of 3m + 4m - 2m?

Explanation:
To determine the combined result of the expression \(3m + 4m - 2m\), we start by identifying the like terms, which in this case are all the terms that contain the variable \(m\). This means we can add and subtract the coefficients of \(m\) directly. First, we add \(3m\) and \(4m\): \[ 3m + 4m = 7m \] Next, we take the result \(7m\) and subtract \(2m\): \[ 7m - 2m = 5m \] Thus, the final result of the expression \(3m + 4m - 2m\) simplifies to \(5m\). This breakdown shows that you can combine the coefficients of like terms straightforwardly to reach the correct answer, which is \(5m\).

To determine the combined result of the expression (3m + 4m - 2m), we start by identifying the like terms, which in this case are all the terms that contain the variable (m). This means we can add and subtract the coefficients of (m) directly.

First, we add (3m) and (4m):

[

3m + 4m = 7m

]

Next, we take the result (7m) and subtract (2m):

[

7m - 2m = 5m

]

Thus, the final result of the expression (3m + 4m - 2m) simplifies to (5m). This breakdown shows that you can combine the coefficients of like terms straightforwardly to reach the correct answer, which is (5m).

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