How do you find the GCF of $16 x, 24 x^{2}$ $16x, 24x^2$ ?

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How do you find the GCF of $16 x, 24 x^{2}$ $16x, 24x^2$ ?

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Answer 1 · 2017-01-26T19:24:08

$4 x$ $4x$

Explanation:

$16$ $16$ $1 \cdot 24$ $color(white)(1*24)$ $x$ $x$ $1 \cdot 24$ $color(white)(1*24)$ $24$ $24$ $1 \cdot 24$ $color(white)(1*24)$ $x^{2}$ $x^2$
$1 \cdot 16$ $1*16$ $1$ $color(white)(1)$ $x \cdot 1$ $color(red)(x)*1$ $. .$ $color(white)(..)$ $1 \cdot 24$ $1*24$ $14$ $color(white)(14)$ $x \cdot x$ $color(red)(x)*x$
$2 \cdot 8$ $2*8$ $1 \cdot 24$ $color(white)(1*24)$ $x$ $color(white)(x)$ $00 .$ $color(white)(00.)$ $2 \cdot 12$ $2*12$
$4 \cdot 4$ $color(red)(4)*4$ $1 \cdot 24$ $color(white)(1*24)$ $x$ $color(white)(x)$ $00 .$ $color(white)(00.)$ $3 \cdot 8$ $3*8$
$1 \cdot 24$ $color(white)(1*24)$ $x$ $color(white)(x)$ $0000.0 .$ $color(white)(0000.0.)$ $4 \cdot 6$ $color(red)(4)*6$

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How do you find the GCF of $16 x, 24 x^{2}$ $16x, 24x^2$ ?

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