−2z+3<−5−2𝑧+3<−5Step 2 of 2 :  Graph the solution to the given inequality.

It seems like there's a mistake in your question as it's repeated twice and there's no specific inequality given to solve. However, I'll guide you on how to solve and graph a similar inequality.

Let's take the inequality -2z + 3 < -5.

Step 1: Solve the inequality To isolate z, you first subtract 3 from both sides of the inequality:

-2z + 3 - 3 < -5 - 3 -2z < -8

Then, divide both sides by -2. Remember, when you divide or multiply an inequality by a negative number, the direction of the inequality sign changes:

z > 4

Step 2: Graph the solution To graph this solution on a number line:

1. Draw a number line and mark the point that corresponds to 4.
2. Since z is greater than 4 (and not equal to 4), you make an open circle at 4.
3. As z is greater than 4, you draw an arrow pointing to the right from 4.

This graph represents all the possible values for z that satisfy the inequality -2z + 3 < -5.