Question

1) m3 + 8n6 = (m+2n*2) (m2 + 2mn2+4n4)??? Помогите пожалуйста ❤️ ​

Answer 1

Ответ:

всё подробно решено на фото

Answer 2

Ответ:

Равенство не является тождеством

Пошаговое объяснение:

m³+8n⁶ = (m+2n²)(m²+2mn²+4n⁴)

m³+8n⁶=(m+2n²)(m²−2mn²+4n⁴) ≠  (m+2n²)(m²+2mn²+4n⁴) - не тождественно

Answer 3

To simplify the expression m^3 + 8n^6 = (m + 2n^2) + (m^2 + 2mn^2 + 4n^4), we can start by combining like terms on both sides of the equation.

On the left side, we have m^3 + 8n^6. Since there are no like terms to combine, we cannot simplify this further.

On the right side, we have (m + 2n^2) + (m^2 + 2mn^2 + 4n^4). Let's simplify each term separately:

- m + 2n^2: This term cannot be simplified further since there are no like terms to combine. - m^2 + 2mn^2: This term also cannot be simplified further. - 4n^4: This term cannot be simplified further.

Therefore, the simplified expression is:

m^3 + 8n^6 = m + 2n^2 + m^2 + 2mn^2 + 4n^4

Please note that this is the simplified form of the expression, but it is not possible to solve for specific values of m and n without additional information or constraints.