Solve the inequality 9.5x−1.25<32 . Which of the following graphs shows the solution

Answer 1

The given inequality is:

9.5x - 1.25 < 32

To solve this inequality, we will isolate the variable x by performing the necessary algebraic operations.

Adding 1.25 to both sides of the inequality:

9.5x < 33.25

Next, divide both sides of the inequality by 9.5:

x < 33.25/9.5

x < 3.5

So the solution to the inequality is x is less than 3.5.

Among the given graphs, the graph that shows the solution to the inequality x < 3.5 is graph A.