H
Howard
My graphs of linear data appear non-linear just left of
the point of inflection, i.e., appear to curve convexly.
For instance, in a linear plot of (x,y) pairs, just to the
left of the data point where the slope changes from zero
to negative (or positive) the line segment connecting the
data points curves noticeably. This problem appears to be
most noticeable when the data fall on a gridline.
While the values for the dependent variable arise from a
formula I have copied the cells as values only and when
these were graphed, the graph has the same anomaly. Any
help with this vexation would be appreciated.
the point of inflection, i.e., appear to curve convexly.
For instance, in a linear plot of (x,y) pairs, just to the
left of the data point where the slope changes from zero
to negative (or positive) the line segment connecting the
data points curves noticeably. This problem appears to be
most noticeable when the data fall on a gridline.
While the values for the dependent variable arise from a
formula I have copied the cells as values only and when
these were graphed, the graph has the same anomaly. Any
help with this vexation would be appreciated.