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2) $4p^{3}-28p^{2}$

$4p^2(p - 7)$

Category: algebra Updated: 2026-02-09

Question

  1. $4p^{3}-28p^{2}$

Solution Steps

  1. Understand the question
    1. $4p^{3}-28p^{2}$
  2. Explanation

    Step1: Find greatest common factor

    The GCF of $4p^3$ and $28p^2$ is $4p^2$.

    Step2: Factor out the GCF

    $4p^3 - 28p^2 = 4p^2(p - 7)$

  3. Final answer

    $4p^2(p - 7)$

Answer

Explanation

Step1: Find greatest common factor

The GCF of $4p^3$ and $28p^2$ is $4p^2$.

Step2: Factor out the GCF

$4p^3 - 28p^2 = 4p^2(p - 7)$

Answer

$4p^2(p - 7)$

Question Image

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Question Analysis

Subject mathematics
Sub Subject algebra
Education Level high school
Difficulty unspecified
Question Type calculation
Multi Question No
Question Count 1
Analysis Status completed
Analyzed At 2026-02-09T20:11:03

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2) $4p^{3}-28p^{2}$

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