Question

Part 3: Now using the coordinates you found in Part 2 what are the distances of each in miles? Must show work for credit (1 point each)

Example: Mall (-1, 9) to Sushi (-1, -8)

Because these coordinates are in different quadrants we have to add the absolute values of the coordinates. Since the Mall and Sushi are on the same x coordinate we add the absolute values of the y coordinates. If they shared the same y coordinate then we would add the absolute values of the x coordinates.

So |9| + |-8| = 9 + 8 = 17

The Mall is 17 miles from the Sushi place


1. Cafe to Bank










2. Pizza to Bank










3. Grocery Store to Post Office











4. Home to Cafe

Answer 1

To calculate the distances between the specified coordinates, we will follow the same methodology described in the example.

1. **Cafe to Bank**
Let's assume the coordinates are:
Cafe = (x₁, y₁)
Bank = (x₂, y₂)

The distance is calculated based on whether the points share an x or y coordinate.
If they share the same x-coordinate:
Distance = |y₁| + |y₂|
If they share the same y-coordinate:
Distance = |x₁| + |x₂|

(Please provide the coordinates for Cafe and Bank to continue.)

2. **Pizza to Bank**
Similar to the previous calculation, we'll need the coordinates:
Pizza = (x₁, y₁)
Bank = (x₂, y₂)

Distance (if they share the same x or y):
Please provide the coordinates for Pizza and Bank.

3. **Grocery Store to Post Office**
Again, we need the coordinates:
Grocery Store = (x₁, y₁)
Post Office = (x₂, y₂)

Distance calculation will depend on shared coordinates:
Please provide the coordinates for Grocery Store and Post Office.

4. **Home to Cafe**
For this calculation as well, we need the coordinates:
Home = (x₁, y₁)
Cafe = (x₂, y₂)

Use the same distance formula based on shared coordinates:
Please provide the coordinates for Home and Cafe.

Once you provide the coordinates for each location, I can assist you with the calculations.