Factor the expression completely. -100x^(2)+30x^(3) Answer:

Identify GCF: Identify the greatest common factor (GCF) of the terms in the expression -100x^(2) + 30x^(3). The GCF of -100x^(2) and 30x^(3) is 10x^(2).Factor out GCF: Factor out the GCF from the expression. -100x^(2) + 30x^(3) = 10x^(2)(-10 + 3x)Simplify expression: Simplify the factored expression. 10x^(2)(-10 + 3x) = 10x^(2)(3x - 10) We rearrange the terms inside the parentheses for a standard form where the term with x comes first.

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Factor the expression completely.

-100x^(2)+30x^(3)
Answer:

Factor the expression completely. $\newline$ $-100 x^{2}+30 x^{3}$ $\newline$ Answer:

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Q. Factor the expression completely.

\newline

-100 x^{2}+30 x^{3}

\newline

Answer:

Identify GCF: Identify the greatest common factor (GCF) of the terms in the expression $-100x^{2} + 30x^{3}$ . $\newline$ The GCF of $-100x^{2}$ and $30x^{3}$ is $10x^{2}$ .
Factor out GCF: Factor out the GCF from the expression. $\newline$ $-100x^{2} + 30x^{3} = 10x^{2}(-10 + 3x)$
Simplify expression: Simplify the factored expression. $\newline$ $10x^{2}(-10 + 3x) = 10x^{2}(3x - 10)$ $\newline$ We rearrange the terms inside the parentheses for a standard form where the term with $x$ comes first.