jocelynluv
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Which answer most accurately describes the line of fit in relation to the data in the plot?
A) The line of fit appears to be a good fit because most of the points appear to have a residual less than 1.
B) The line of fit does not appear to be a good fit because the line does not pass through two data points.
C) The line of fit appears to be a good fit because it represents a linear function with a constant rate of change.
D) The line of fit does not appear to be a good fit because the y-intercept is below the data in the plot.​

Which answer most accurately describes the line of fit in relation to the data in the plotA The line of fit appears to be a good fit because most of the points class=

Respuesta :

This is about understanding the line of best fit.

Option C is Correct

  • A line of best fit which is also called least squares method is used when the points are scattered in a way that a straight line cannot accommodate all the points.
  • This means that when drawing a line of fit, we draw a straight line that can accommodate some points and in such a manner that the points above and below the line are equal or almost equal.

  • From the line of fit drawn in the image of the question, we can see that the line drawn represents a linear function because there is constant rate of change as seen in the points plotted.

Read more at; https://brainly.com/question/22315379

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