Question
A store charges $55 for every 5 bags of fertilizer a farmer buys. Complete the table and graph the ratios.
Fertilizer Bought
Fertilizer (bags)
5
15
20
Cost ($)
55
110
330
Question content area bottom
Part 1
Complete the table.
Fertilizer Bought
Fertilizer (bags)
5
10
15
20
30
Cost ($)
55
110
165
220
330
Part 2
Graph the ratios. Choose the correct graph below.
A.
Fertilizer Bought
0
15
30
0
250
500
Fertilizer (bags)
Cost ($)
x y graph
B.
Fertilizer Bought
0
15
30
0
250
500
Fertilizer (bags)
Cost ($)
x y graph
C.
Fertilizer Bought
0
15
30
0
250
500
Fertilizer (bags)
Cost ($)
Fertilizer Bought
Fertilizer (bags)
5
15
20
Cost ($)
55
110
330
Question content area bottom
Part 1
Complete the table.
Fertilizer Bought
Fertilizer (bags)
5
10
15
20
30
Cost ($)
55
110
165
220
330
Part 2
Graph the ratios. Choose the correct graph below.
A.
Fertilizer Bought
0
15
30
0
250
500
Fertilizer (bags)
Cost ($)
x y graph
B.
Fertilizer Bought
0
15
30
0
250
500
Fertilizer (bags)
Cost ($)
x y graph
C.
Fertilizer Bought
0
15
30
0
250
500
Fertilizer (bags)
Cost ($)
Answers
GPT-4o mini
To complete the table based on the information given, we can calculate the cost for 10 bags and 30 bags of fertilizer, using the information that the cost is $55 for every 5 bags.
### Part 1: Complete the Table
- **5 bags:** $55
- **10 bags:** $55 * 2 = $110
- **15 bags:** $55 * 3 = $165
- **20 bags:** $55 * 4 = $220
- **30 bags:** $55 * 6 = $330
So, the completed table would look like this:
| Fertilizer (bags) | Cost ($) |
|-------------------|----------|
| 5 | 55 |
| 10 | 110 |
| 15 | 165 |
| 20 | 220 |
| 30 | 330 |
### Part 2: Graph the Ratios
To graph the ratios, you typically plot the number of bags (x-axis) against the cost (y-axis).
Graph points based on the data:
- (5, 55)
- (10, 110)
- (15, 165)
- (20, 220)
- (30, 330)
Make sure that the axes are labeled correctly:
- x-axis: Fertilizer (bags)
- y-axis: Cost ($)
### Correct Graph Selection
Without seeing the actual graphs, I can't explicitly tell you which one is correct. However, you should look for a graph where the points (5, 55), (10, 110), (15, 165), (20, 220), and (30, 330) line up correctly. You should expect a straight line going upward, indicating that the cost increases proportionally with the number of bags purchased.
If you have the graphs in front of you, choose one that shows an upward trend with these coordinates plotted as a straight line.
### Part 1: Complete the Table
- **5 bags:** $55
- **10 bags:** $55 * 2 = $110
- **15 bags:** $55 * 3 = $165
- **20 bags:** $55 * 4 = $220
- **30 bags:** $55 * 6 = $330
So, the completed table would look like this:
| Fertilizer (bags) | Cost ($) |
|-------------------|----------|
| 5 | 55 |
| 10 | 110 |
| 15 | 165 |
| 20 | 220 |
| 30 | 330 |
### Part 2: Graph the Ratios
To graph the ratios, you typically plot the number of bags (x-axis) against the cost (y-axis).
Graph points based on the data:
- (5, 55)
- (10, 110)
- (15, 165)
- (20, 220)
- (30, 330)
Make sure that the axes are labeled correctly:
- x-axis: Fertilizer (bags)
- y-axis: Cost ($)
### Correct Graph Selection
Without seeing the actual graphs, I can't explicitly tell you which one is correct. However, you should look for a graph where the points (5, 55), (10, 110), (15, 165), (20, 220), and (30, 330) line up correctly. You should expect a straight line going upward, indicating that the cost increases proportionally with the number of bags purchased.
If you have the graphs in front of you, choose one that shows an upward trend with these coordinates plotted as a straight line.