What is the result of simplifying 4y - 2y + 6?

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 result of simplifying 4y - 2y + 6?

Explanation:
To simplify the expression 4y - 2y + 6, the first step is to identify and combine like terms. In this expression, the like terms are the terms that contain the variable y, specifically 4y and -2y. When you combine these two terms, you perform the following calculation: 4y - 2y = (4 - 2)y = 2y. After combining the like terms, you are left with 2y. The remaining term in the expression is the constant +6, which does not have a variable and is considered separately. Thus, when you add the combined like term to the constant, you have: 2y + 6. This shows that the simplified form of the expression 4y - 2y + 6 is indeed 2y + 6. This option correctly represents the outcome of properly combining the like terms and writing down the remaining constant.

To simplify the expression 4y - 2y + 6, the first step is to identify and combine like terms. In this expression, the like terms are the terms that contain the variable y, specifically 4y and -2y.

When you combine these two terms, you perform the following calculation:

4y - 2y = (4 - 2)y = 2y.

After combining the like terms, you are left with 2y. The remaining term in the expression is the constant +6, which does not have a variable and is considered separately.

Thus, when you add the combined like term to the constant, you have:

2y + 6.

This shows that the simplified form of the expression 4y - 2y + 6 is indeed 2y + 6. This option correctly represents the outcome of properly combining the like terms and writing down the remaining constant.

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