Twelve prizes were raffled off by the band to raise money for new uniforms. All of the prizes were valued at $25 or more. Write and graph an inequality for the situation.

I'm struggling to figure out what the inequality would be...
could it be 12 ≥ 25x ?

To write the inequality for the situation, let's define a variable.

Let x represent the value of the prizes in dollars.

Since all the prizes were valued at $25 or more, the inequality to represent this would be:

x ≥ 25

This means that the value of each prize must be greater than or equal to $25.

To graph this inequality on a number line, we represent the values greater than or equal to 25 by shading the region to the right of 25 on the number line.

To determine the inequality for this situation, let's break down the problem.

We know that twelve prizes were raffled off by the band. Let's define a variable, say 'x', to represent the value of each prize. Since all the prizes are valued at $25 or more, the value of 'x' should be greater than or equal to $25.

So, the inequality for this situation can be written as:

x ≥ 25

Now, let's graph the inequality:

To graph the inequality x ≥ 25, we can represent it on a number line. Draw a line and mark a point at 25. Since the inequality is greater than or equal to, we should use a closed circle on 25.

Now, shade everything to the right of the closed circle. This represents all values of x that are greater than or equal to 25.

The graph should look like this:

```
----------•----------------
25
```

The shaded region indicates all possible values of 'x' that satisfy the inequality x ≥ 25.

Nevermind I figured it out, the answer is x≥ 25