Explain why three-dimensional graphs can be misleading . What would be a better type of graph to use? Choose the correct answer below. A. Three-dimensional graphs can be misleading because the perspective makes it difficult to tell how the bottoms of the boxes line up with the vertical axis. A time-series plot is a better type of graph because estimating the heights of the plotted points is much easier. B. Three-dimensional graphs can be misleading because they can make bimodal distributions appear unimodal. A time-series plot is a better type of graph because estimating the heights of the plotted points is much easier. C. Three-dimensional graphs can be misleading because there are only two axes in the graph , so there is no label for the third dimension of the boxes. A bar graph is a better type of graph because estimating the heights of the bars is much easier. D. Three-dimensional graphs can be misleading because the perspective makes it difficult to tell how the tops of the boxes line up with the vertical axis. A bar graph is a better type of graph because estimating the heights of the bars is much easier.