Question
graph a is up and down line
graph b is a straight line
graph c is a circle
Look at the Graphs a, b, and c. Answer the questions.
(4 points)
A. Which graph(s) are not a function? (Response area)
B. Why are the graph(s) NOT a function? (Response area)
C. Which graph(s) are NOT Linear? (Response area)
D. Which graph(s) have a constant rate of change? (Response area)
responses
graph a
graph b
graph c
graph a and c
graph b and c
graph a and b
because each input does not have exactly one output
because each output does not have exactly one input
because it is not linear
because the graph increases and decreases
graph b is a straight line
graph c is a circle
Look at the Graphs a, b, and c. Answer the questions.
(4 points)
A. Which graph(s) are not a function? (Response area)
B. Why are the graph(s) NOT a function? (Response area)
C. Which graph(s) are NOT Linear? (Response area)
D. Which graph(s) have a constant rate of change? (Response area)
responses
graph a
graph b
graph c
graph a and c
graph b and c
graph a and b
because each input does not have exactly one output
because each output does not have exactly one input
because it is not linear
because the graph increases and decreases
Answers
GPT-4o mini
Here are the responses to your questions regarding graphs a, b, and c based on their descriptions:
A. **Which graph(s) are not a function?**
- **Response:** graph c (the circle) and graph a (the up and down line, if it is oscillating without any periodic restriction)
B. **Why are the graph(s) NOT a function?**
- **Response:** because each input does not have exactly one output (for graph c, due to the nature of circles, there are x-values that correspond to multiple y-values).
C. **Which graph(s) are NOT Linear?**
- **Response:** graph a (the up and down line) and graph c (the circle).
D. **Which graph(s) have a constant rate of change?**
- **Response:** graph b (the straight line) has a constant rate of change, as linear graphs do.
Overall, here’s a concise summary:
- A: graph c (and possibly graph a)
- B: because each input does not have exactly one output
- C: graph a and graph c
- D: graph b
A. **Which graph(s) are not a function?**
- **Response:** graph c (the circle) and graph a (the up and down line, if it is oscillating without any periodic restriction)
B. **Why are the graph(s) NOT a function?**
- **Response:** because each input does not have exactly one output (for graph c, due to the nature of circles, there are x-values that correspond to multiple y-values).
C. **Which graph(s) are NOT Linear?**
- **Response:** graph a (the up and down line) and graph c (the circle).
D. **Which graph(s) have a constant rate of change?**
- **Response:** graph b (the straight line) has a constant rate of change, as linear graphs do.
Overall, here’s a concise summary:
- A: graph c (and possibly graph a)
- B: because each input does not have exactly one output
- C: graph a and graph c
- D: graph b