Conditional Relative Frequency

14%

42.4%

35%

13%

14%

42.4%

35%

13%

30.5%

20%

12.5%

5%

18%

35%

46%

82%

17.1%

17.7%

27.3%

28.2%

The graph does not represent a function because for every input value, there is only one output value.

The graph does not represent a function because for some input values, there is more than one output values.

The graph represents a function because for every input value, there is only one output value.

The graph represents a function because for some input values, there is more than output value.

The graph is a function because for every input, there is exactly one output.

The graph is a function because for multiple inputs, there is more than one output.

The graph is not a function because for every input, there is exactly one output.

The graph is not a function because for multiple inputs, there is more than one output.

The graph does not represent a function because for every input value, there is only one output value.

The graph does not represent a function because for some input values, there is more than one output value.

The graph represents a function because for every input value, there is only one output value.

The graph represents a function because for some input values, there is more than one output value.

$$4+y=2x$$

$$x^2+8=-x$$

$$2x^2+x=3x-5$$

$$y-2=2\left(x-5\right)$$

$$y=2^x$$

$$y=2\left(x-1\right)+1$$

$$y=2x-1$$

$$y=\left(x-1\right)^2$$

$$y=3^x-1$$

$$y=x-1$$

When x is between -8 and -5, the function is nonlinear and decreasing.

When x is between -5 and 1, the function is linear and increasing.

When x is between 1 and 7, the function is linear and increasing.

When x is between 7 and 9, the function is nonlinear and decreasing.

When $$-2<x<1$$ the function is decreasing, and when $$3<x<6$$ the function is decreasing.

When $$-2<x<1$$ the function is decreasing, and when $$3<x<6$$ the function is increasing.

When $$-2<x<1$$ the function is increasing, and when $$3<x<6$$ the function is decreasing.

When $$-2<x<1$$ the function is increasing, and when $$3<x<6$$ the function is increasing.