Part A,end emphasis,

Question

Select "Linear" or "Nonlinear" to describe Functions 1 and 2.

Question 1 Response area with 4 radio buttons within 2 groups.
Function Type
Function 1

Linear

Nonlinear

Function 2

Linear

Nonlinear


Question 2
,begin emphasis,Part B,end emphasis,
Which function has the greater output for an input of x equals 0?

Question 2 Answer options with 2 options
A.
Function 1

B.
Function 2

Answer 1

To determine whether each function is linear or nonlinear, we need to consider their mathematical definitions. A linear function can be expressed in the form \(y = mx + b\), where \(m\) and \(b\) are constants, and it produces a straight line when graphed. In contrast, a nonlinear function cannot be expressed in this way and may produce curves, parabolas, or other forms when graphed.

Without the specific equations for Function 1 and Function 2, I can't classify them as linear or nonlinear or compare their outputs at \(x = 0\).

Please provide the equations or any additional information about Functions 1 and 2, and I can help you categorize them and answer your question about their outputs.