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The following graph, made by the manager of the basketball team, compares the free throw percentages for various players. A bar graph entitled Free Throw Percentages shows players on the $x$-axis and no label or numbers on the $y$-axis, but there are $6$ horizontal lines. Player A is a blue bar that reaches just past the fourth line. Player B is a blue bar that reaches just past the fourth line. Player C is a blue bar that reaches halfway past the fourth line. Player D is a blue bar that reaches halfway past the fourth line. Player E is a blue bar that reaches just below the fifth line. Player F is a blue bar that almost touches the fifth line. Player G is a blue bar that reaches just past the fifth line. Player H is a red bar that reaches a quarter of the distance to the sixth line. $\newline$Which statement best describes why this graph could be misleading?$\newline$We don't know if all of the people on the team are included in the graph.$\newline$The graph does not indicate if the free throws were made at home or away.$\newline$The color of the bar for Player H is different from the color of the other bars in the graph.$\newline$The graph is missing the scale on the $y$-axis, making it unclear as to how much higher the free throw percentage is for one player than for another.