Question
Which of the following graphed lines is parallel to y=34x+3
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(1 point)
Responses
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(1 point)
Responses
Answers
GPT-4o mini
The equation given is \( y = 34x + 3 \). To determine which graph represents a line parallel to this one, we need to find a line that has the same slope.
The slope of the line \( y = 34x + 3 \) is 34. A line that is parallel to it will also have a slope of 34.
So, any line of the form \( y = 34x + b \) (where \( b \) is any real number) will be parallel to the given line.
If you're presented with specific options, look for the lines with a slope of 34 (or equivalent forms such as \( 34x + b \)).
The slope of the line \( y = 34x + 3 \) is 34. A line that is parallel to it will also have a slope of 34.
So, any line of the form \( y = 34x + b \) (where \( b \) is any real number) will be parallel to the given line.
If you're presented with specific options, look for the lines with a slope of 34 (or equivalent forms such as \( 34x + b \)).