Question

Приведите многочлены в стандартный вид и назовите их степень 8x³-11x+8x³-10x³+16x

Answer 1

Ответ:

6x³ + 5х

Пошаговое объяснение:

8x³-11x+8x³-10x³+16x = (8x³+8x³-10x³) + (16х-11х) = 6x³ + 5х - степень третья

Answer 2

Polynomial Standard Form and Degree

To put the given polynomials in standard form and determine their degree, let's start by simplifying each polynomial.

1. Polynomial 1: 8x³ - 11x - Standard Form: 8x³ - 11x - Degree: 3

2. Polynomial 2: 8x³ - 10x³ + 16x - Simplifying the terms with the same degree: 8x³ - 10x³ + 16x = -2x³ + 16x - Standard Form: -2x³ + 16x - Degree: 3

Conclusion

The given polynomials in standard form and their degrees are: 1. Polynomial 1: 8x³ - 11x, Degree: 3 2. Polynomial 2: -2x³ + 16x, Degree: 3