What happens to constants when combining like terms?

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

Multiple Choice

What happens to constants when combining like terms?

Explanation:
When combining like terms, constants can indeed be added or subtracted. Constants are numbers without variables attached to them. When you have multiple constants in an expression, you can combine them simply by performing arithmetic operations—specifically addition or subtraction as dictated by the expression. For example, if you have an expression like \(5 + 3\), you can combine the constants to get \(8\). Alternatively, if you have something like \(7 - 2\), you can combine to get \(5\). This principle applies broadly in algebra whenever you're simplifying expressions or solving equations. The ability to add or subtract constants allows for a more straightforward approach to simplifying expressions, ensuring that the expression remains equivalent while making it more manageable.

When combining like terms, constants can indeed be added or subtracted. Constants are numbers without variables attached to them. When you have multiple constants in an expression, you can combine them simply by performing arithmetic operations—specifically addition or subtraction as dictated by the expression.

For example, if you have an expression like (5 + 3), you can combine the constants to get (8). Alternatively, if you have something like (7 - 2), you can combine to get (5). This principle applies broadly in algebra whenever you're simplifying expressions or solving equations.

The ability to add or subtract constants allows for a more straightforward approach to simplifying expressions, ensuring that the expression remains equivalent while making it more manageable.

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