Question

Please help! Select the graph for the solution of the open sentence. Click until the correct graph appears.

Answer 1

The answer would look like the first picture provided, except it wouldn't be a solid line, it would be dotted line (an > sign or < sign doesn't include the value it's pointing at or away from).

Answer 2

Answer:

The correct option is 1.

Step-by-step explanation:

If we have an inequity |x|>a, then the solution set for this inequity is

$xa$

$(-\infty,-a)\cup (a,\infty)$

The given inequity is

$|x|>1$

Here a=1, therefore the solution set for this inequality is

$x1$

$(-\infty,-1)\cup (1,\infty)$

-1 and 1 are not included in the solution set because the sign of inequity are < and >. It means there are open circle at -1 and 1.

Only graph 1 represents the solution set, therefore the correct option is 1.