Simplify the expression. 6x^5-2(10x^5)

Rephrase Problem: First, let's rephrase the problem into a clear question prompt. question_prompt: What is the result of the expression 6x^5 - 2(10x^5)?Distribute -2: Now, let's simplify the expression by distributing the -2 across the terms inside the parentheses. 6x^5 - 2(10x^5) = 6x^5 - 2 * 10x^5Perform Multiplication: Next, we perform the multiplication inside the expression. 6x^5 - 2 * 10x^5 = 6x^5 - 20x^5Combine Like Terms: Now, we combine like terms by subtracting 20x^5 from 6x^5. 6x^5 - 20x^5 = -14x^5

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Simplify the expression. $\newline$ $6x^5-2(10x^5)$

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Algebra 2

Add, subtract, multiply, and divide polynomials

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Q. Simplify the expression.

\newline

6x^5-2(10x^5)

Rephrase Problem: First, let's rephrase the problem into a clear question prompt. $\newline$ question_prompt: What is the result of the expression $6x^5 - 2(10x^5)$ ?
Distribute $-2$ : Now, let's simplify the expression by distributing the $-2$ across the terms inside the parentheses. $\newline$ $6x^5 - 2(10x^5) = 6x^5 - 2 \times 10x^5$
Perform Multiplication: Next, we perform the multiplication inside the expression. $6x^5 - 2 \times 10x^5 = 6x^5 - 20x^5$
Combine Like Terms: Now, we combine like terms by subtracting $20x^5$ from $6x^5$ . $6x^5 - 20x^5 = -14x^5$