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Factor completely. -26x² y⁴ z² +43x⁵y⁶ z⁵

User Alcott
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Final answer:

To factor completely the expression -26x²y⁴z² + 43x⁵y⁶z⁵, we can first identify the common factors among the terms and then factor them out. The factored expression is x²y⁴z²(-26 + 43x³yz³).

Step-by-step explanation:

To factor completely the expression -26x²y⁴z² + 43x⁵y⁶z⁵, we can first identify the common factors among the terms. The common factors in this expression are x²y⁴z². Factoring out these common factors, we have:

-26x²y⁴z² + 43x⁵y⁶z⁵ = x²y⁴z²(-26 + 43x³yz³)

The factored expression is x²y⁴z²(-26 + 43x³yz³).

User Matthew Wilson
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