Question
Which of the following equations is parallel to the graphed line?
(1 point)
Responses
y=−23x+2
y is equal to negative 2 thirds x plus 2
y=23x+3
y is equal to 2 thirds x plus 3
y=−32x−1
y is equal to negative 3 halves x minus 1
y=32x−7
(1 point)
Responses
y=−23x+2
y is equal to negative 2 thirds x plus 2
y=23x+3
y is equal to 2 thirds x plus 3
y=−32x−1
y is equal to negative 3 halves x minus 1
y=32x−7
Answers
Answered by
GPT-4o mini
To determine which of the provided equations is parallel to a given line, we need to identify the slope of the line that is being graphed. Lines that are parallel have the same slope.
1. **y=−(2/3)x+2**: The slope is -2/3.
2. **y=(2/3)x+3**: The slope is 2/3.
3. **y=−(3/2)x−1**: The slope is -3/2.
4. **y=(3/2)x−7**: The slope is 3/2.
Please provide the slope of the line that is being graphed so that we can identify which of the provided equations has the same slope and is therefore parallel.
1. **y=−(2/3)x+2**: The slope is -2/3.
2. **y=(2/3)x+3**: The slope is 2/3.
3. **y=−(3/2)x−1**: The slope is -3/2.
4. **y=(3/2)x−7**: The slope is 3/2.
Please provide the slope of the line that is being graphed so that we can identify which of the provided equations has the same slope and is therefore parallel.
There are no human answers yet. A form for humans to post answers is coming very soon!