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Fill in the blanks.

Linear, constant, and squaring functions are examples of __________ functions.

polynomial

Algebra

Chapter 2

Polynomial and Rational Functions

Section 1

Quadratic Functions and Models

Quadratic Functions

Complex Numbers

Polynomials

Rational Functions

Jiaming X.

October 24, 2019

what about log functions?

Massy J.

November 20, 2021

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a linear function is a function of the form F A bex equals a zero plus a one X for a constant function. This is just a function of the form f of X equals a not so for any value of X. The Y value is always a constant and not and then squaring functions. So in this case, the squaring function f of X x square. In this case, we can think of each of these three examples as being an object of this form. So here we can see that. And first of all, let's call these what they are. These are polynomial. So here are linear term. This is a degree, one polynomial. Over here, we see that the value of N is equal to zero. So this is degree zero polynomial. And then over here we can see that this is a degree too, and you can say even a little more. Here you can say a zero and a one or both equal to zero. But the answer here is these are all examples of polynomial functions, and that's our final answer

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