How would you use the coordinate plane to determine the area of Figure 3 on the graph below?

(9,10)
Step-by-step explanation:
look at the y-coordinate it's 10 then look at the x-coordinate it's 9
To identify the area of the figure, the amount it occupies on the x-axis and on the y-axis must be identified, and finally it must be multiplied.
To identify the area of figure 3, its extension must first be identified on one of the axes, for example, the x-axis, where its extension is:
Then its extension on the y-axis must be identified, which is:
Finally, the two visualized extensions must be multiplied to obtain the area of the figure:
Units are not used as they are not specified in the drawing or information, but could be square inches or square feet.
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