The equations are the same when the line goes through the origin. y = mx + b is a more general form of y = mx. Therefore, Renee is correct.
The given statement is "The equations are the same when the line goes through the origin. y = mx + b is a more general form of y = mx".
The point where the reference axes in a coordinate system meet. The values of coordinates are normally defined as zero.
The equation of the line is y = mx + b.
If the line goes through the origin, then b = 0, so y = mx + b is y = mx + 0 or y = mx.
The equations are the same when the line goes through the origin. y = mx + b is a more general form of y = mx. Therefore, Renee is correct.
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