5. Jamie is making a graph to show her total earnings, $$ y $$, after babysitting for $$ x $$ hours. Graph Jamie's first four points below on the grid at the right. Use a ruler to draw a line connecting the points.

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To graph Jamie's total earnings $$ y $$ after babysitting for $$ x $$ hours, we first need to establish the relationship between $$ x $$ and $$ y $$. However, the specific points for $$ x $$ and $$ y $$ are not provided in your message.

Let's assume Jamie earns a fixed amount per hour. For example, if she earns $10 per hour, we can calculate her total earnings for the first four hours as follows:

1. **Hour 1**: 
   - $$ x = 1 $$
   - $$ y = 10 	imes 1 = 10 $$

2. **Hour 2**: 
   - $$ x = 2 $$
   - $$ y = 10 	imes 2 = 20 $$

3. **Hour 3**: 
   - $$ x = 3 $$
   - $$ y = 10 	imes 3 = 30 $$

4. **Hour 4**: 
   - $$ x = 4 $$
   - $$ y = 10 	imes 4 = 40 $$

Now we have the points:
- (1, 10)
- (2, 20)
- (3, 30)
- (4, 40)

### Steps to Graph the Points:

1. **Plot the Points**:
   - On a graph, plot the points (1, 10), (2, 20), (3, 30), and (4, 40).

2. **Draw the Line**:
   - Use a ruler to connect the points with a straight line. This line represents Jamie's total earnings as a function of hours worked.

### Final Graph:
- The x-axis will represent the number of hours $$ x $$.
- The y-axis will represent total earnings $$ y $$.
- The line will show a linear relationship, indicating that for every hour Jamie babysits, her earnings increase by a constant amount.

If you have specific earnings per hour or different points, please provide them, and I can adjust the calculations accordingly!
Plot the points (1,10), (2,20), (3,30), and (4,40) on the graph. Then, use a ruler to draw a straight line connecting these points to show Jamie's total earnings over the first four hours.

5. Jamie is making a graph to show her total earnings, \( y \), after babysitting for \( x \) hours. Graph Jamie's first four points below on the grid at the right. Use a ruler to draw a line connecting the points.

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