Questions: Find the length between landmark A and landmark E (1 point) units

Transcript text: Find the length between landmark $A$ and landmark $E$ (1 point) $\square$ units

Solution

Step 1: Identify the coordinates of landmark A and landmark E.

Landmark A is located at (4, 8). Landmark E is located at (16, 8).

Step 2: Calculate the difference in x-coordinates.

The difference in x-coordinates is $16 - 4 = 12$ units.

Step 3: Calculate the distance.

Since the y-coordinates are the same, the distance between landmark A and landmark E is simply the difference in x-coordinates, which is 12 units.

\$\boxed{12}\$ units

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