Question

12(х^4)^2у^4-ху^5+6(-х^2у)^4​

Answer 1

Відповідь:

Пояснення:$18x^{8}$$y^{4}$-$xy^{5}$

Answer 2

To simplify the expression $12(x^4)^2y^4 - xy^5 + 6(-x^2y)^4$, you'll need to apply the rules of exponents and perform the calculations step by step.

1. First, simplify the terms with exponents:

   $12(x^4)^2y^4 = 12x^{4 \cdot 2}y^4 = 12x^8y^4$

   $6(-x^2y)^4 = 6(-1)^4x^{2 \cdot 4}y^4 = 6x^8y^4$

2. Now, you can rewrite the expression with the simplified terms:

   $12x^8y^4 - xy^5 + 6x^8y^4$

3. Combine like terms:

   $12x^8y^4 + 6x^8y^4 - xy^5$

4. Add the coefficients of the like terms:

   $18x^8y^4 - xy^5$

So, the simplified expression is $18x^8y^4 - xy^5$.