yes
No.
if they are parallel -- no. if not parallel -- yes
The most popular way misrepresenting data on graph is not starting with zero on the y axis (vertical axis). This can make very small differences look much greater than they are. For example a graph where the y axis starts at 2000 and goes to 2100 a small difference will look large on the graph. Another method is to miss data points on the x axis this is done to to show a trend that doesn't exist in reality. There is no real way of spotting data that is just made up of course except watch out for line graphs where the line exactly matches the data points. In the real world this hardly ever happens.
A vertical line does not have a y-intercept because it runs parallel to the y-axis and does not cross it. A vertical line is represented by an equation of the form ( x = a ), where ( a ) is a constant, indicating that the x-coordinate remains constant while the y-coordinate can take any value. As a result, it does not intersect the y-axis at any specific point.
No
No, you would change the axis or scale on the graph to fit the line/bar. If you draw a graph you should make sure it is large enough to accommodate any data in which you are going to place in it.
No
No, parallel lines cannot ever intersect. The have identical slopes. Therefore, they will always remain parallel.
5
yes
No.
Perpendicular lines intersect at a 90 degree angle. Parallel lines do not intersect, nor would they ever intersect if continued infinitely.
if they are parallel -- no. if not parallel -- yes
The most popular way misrepresenting data on graph is not starting with zero on the y axis (vertical axis). This can make very small differences look much greater than they are. For example a graph where the y axis starts at 2000 and goes to 2100 a small difference will look large on the graph. Another method is to miss data points on the x axis this is done to to show a trend that doesn't exist in reality. There is no real way of spotting data that is just made up of course except watch out for line graphs where the line exactly matches the data points. In the real world this hardly ever happens.
Yes. Medians always intersect in a single point, called the centroid, or geocenter.
Never in Euclidean geometry.