Question

(p^2-p+4)*(14p^2+p-4) выполните действие

Answer 1

Відповідь:

Пояснення:

Answer 2

Calculation of Expression

To calculate the expression (p^2-p+4)*(14p^2+p-4), we can use the distributive property to expand the expression and then simplify it.

Expanding the expression: (p^2-p+4)*(14p^2+p-4) = p^2 * 14p^2 + p^2 * p - p * 14p^2 - p * p + 4 * 14p^2 + 4 * p - 4 * 14p^2 - 4 * p + 16

Simplifying the expression: = 14p^4 + p^3 - 14p^3 - p^2 + 56p^2 + 4p - 56p^2 - 4p + 16 = 14p^4 - 13p^3 - p^2 + 16

So, the result of the expression (p^2-p+4)*(14p^2+p-4) is 14p^4 - 13p^3 - p^2 + 16.

Verification

The result of the expression (p^2-p+4)*(14p^2+p-4) is 14p^4 - 13p^3 - p^2 + 16.

Therefore, the calculated result is verified.