Question

Which of the following describes a linear function? (1 point)

It is V shaped and it passes through the origin.
It is a straight line in one portion and a curve in another portion.
Its y-values increase at a nonconstant rate as its x-value increases.
Its y-values increase at a constant rate as its x-value decreases.

Answer 1

Answer:

$\huge {\mathbb ♡{\orange{ANSWER}\green{♡}\pink{}\blue{!}}}♡$

Step-by-step explanation:

Its y-values increase at a constant rate as its x-value decreases.

Answer 2

$\mathbb\green{ANSWER}$

$\huge\red{\boxed{\blue{\mathcal{\overbrace{\underbrace{\fcolorbox{blue}{aqua}{\underline{\red{Step-by-step}}}}}}}}}$

Its y-values increase at a constant rate as its x-value decreases.

$\fbox\pink{H}\fbox\blue{o}\fbox\purple{p}\fbox\green{e}\fbox\red{i}\fbox\orange{t}$

$\fbox\pink{s}\fbox\blue{h}\fbox\purple{e}\fbox\green{l}\fbox\red{p}\fbox\orange{s}$