Chapter 1.6, Problem 11PPS

To determine

To express: the relation as a table, a graph, and a mapping. Then find the range and domain.

Answer to Problem 11PPS

The domain $\left(0,3,5\right)$ is range is $\left(-2,2,6\right)$ .

Explanation of Solution

Given:

The given function is: $\left\{\left(6,1\right),\left(4,-3\right),\left(3,2\right),\left(-1,-3\right)\right\}$

Calculation:

As the given function is $\left\{\left(6,1\right),\left(4,-3\right),\left(3,2\right),\left(-1,-3\right)\right\}$ .

Now, create a table to represent the function. The table is shown below:

$x$	$y$
$6$	$1$
$4$	$-3$
$3$	$2$
$-1$	$-3$

Now draw the map to represent the function. The mapping is shown below:

  

Now draw the graph to represent the function. The graph is shown below:

  

Now to find the range and domain of the given function: $\left\{\left(6,1\right),\left(4,-3\right),\left(3,2\right),\left(-1,-3\right)\right\}$

The domain $\left(6,4,3,-1\right)$ is range is $\left(1,-3,2\right)$ .