Determine which function(s) is not a linear function. Select all that apply.

y=x^3/3

y= x/3

x=3

y= √x-3

y= | x+3 |

y=3x

Respuesta :

The answers are a, c, d, e

Answer:

y=x^3/3 ; x=3 ; y= √x-3 ; and y= | x+3 | .

Step-by-step explanation:

In a linear function, we have both a y, an x, and the highest power of each is 1.

In the first function, x has a power of 3; this means it is nonlinear.

In the second function, both y and x have a power of 1; this means it is linear.

In the third function, there is no y; it is an x = c equation, which makes it a vertical line and thus not a function.  This means it is not a linear function.

In the fourth function, we have a square root; this means the power of x is 1/2, not 1, and the function is not linear.

In the fifth function, we have absolute value bars.  This means it is an absolute value function and not a linear function.

In the sixth function, both x and y have a power of 1; this means it is linear.

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