Given that a pyramid is ¼ inch taller than it is wide.
This means that the height of the pyramid is ¼ larger than its width.
Thus, we have:
Width = w
Height = w + ¼
To complete the table, substitute the width given for w and evaluate.
We have:
When width, w = 1



Therefore, we have the complete table below:
To plot the the graph, we have the equation of the line:

Let w represent the x-axis
Let h represent the y-axis
Mark the points on the table and plot the graph.