Identify Terms: Identify like terms and constants in the expression -3x - 6 + (-1). In the expression, -3x is the variable term, and -6 and (-1) are the constant terms.Combine Constants: Combine the constant terms -6 and (-1). -6 + (-1) = -6 - 1 = -7Rewrite Expression: Rewrite the expression with the combined constant term. The expression now becomes -3x - 7.Check for Simplifications: Check for any other like terms or possible simplifications. There are no other like terms to combine, and the expression is as simple as it can be.

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Simplify $-3x-6+(-1).$

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Math Problems

Algebra 1

Simplify variable expressions involving like terms and the distributive property

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Q. Simplify

-3x-6+(-1).

Identify Terms: Identify like terms and constants in the expression $-3x - 6 + (-1)$ . $\newline$ In the expression, $-3x$ is the variable term, and $-6$ and $(-1)$ are the constant terms.
Combine Constants: Combine the constant terms $-6$ and $(-1)$ . $\newline$ $-6 + (-1) = -6 - 1 = -7$
Rewrite Expression: Rewrite the expression with the combined constant term. $\newline$ The expression now becomes $-3x - 7$ .
Check for Simplifications: Check for any other like terms or possible simplifications. There are no other like terms to combine, and the expression is as simple as it can be.