Question

Y=3n^2-15n+21 Найти ООФ

Answer 1

любое действительное число

Answer 2

To find the OOF (order of function) of the polynomial function Y = 3n^2 - 15n + 21, we need to determine the highest power of n in the polynomial.

In this case, the highest power of n is 2, which means that the function is a quadratic function.

Quadratic functions have an OOF of 2, because the highest power of the independent variable (in this case, n) is 2. Therefore, the OOF of the given function Y = 3n^2 - 15n + 21 is 2.