What is factor (-54x^4yz)+(6x^5y) ?

The solution to factor (-54x^4yz)+(6x^5y) is 6x^4y(-9z+x)

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factor (-54x^4yz)+(6x^5y)

factor

(- 54 x^{4} yz) + (6 x^{5} y)

6 x^{4} y (- 9 z + x)

Solution steps

(- 54 x^{4} yz) + (6 x^{5} y)

Remove parentheses:

(a) = a

= - 54 x^{4} yz + 6 x^{5} y

Apply exponent rule:

a^{b + c} = a^{b} a^{c}

x^{5} = x^{4} x

= - 54 x^{4} yz + 6 x^{4} x y

Rewrite as

= - 9 \cdot 6 y x^{4} z + 6 y x^{4} x

Factor out common term

6 y x^{4}

= 6 y x^{4} (- 9 z + x)

\frac{2450}{8}

x - a

lo g_{10} (x) ((1 - p)^{x i - 1} p)

[(5 p - 2) + q]^{2}

\frac{d}{d t} ((x (t, s)) (s t))

What is factor (-54x^4yz)+(6x^5y) ?
The solution to factor (-54x^4yz)+(6x^5y) is 6x^4y(-9z+x)