This is another question to get you outside and doing something different. The goal is to use vectors to measure the distance (as the crow flies) for a three-part walk. 1) Determine the route for your three-part walk. Choose a route so that at least one angle is NOT a right angle (and not 270 degrees). Then find this route on http://www.maplandia.com/ or on Google Maps (or any other online map you want to use). Take a screenshot of the route and as I did on the image below (you might need to zoom in to really see what I did), indicate the route on the map and estimate the angles for each vector. (If by chance you live in a place where ALL streets are perpendicular, contact your instructor to determine how to do a route that has at least one angle that is not a right angle.) View larger map Rub Mairie freshmile Charging Station 49 deg Kirche Grande rue Rue St Maurice Le Village D51 D51 Rue d'Amoncourt Rue des 160 deg 48 deg Grande rue Rue des Bas Rue de la Fonta Rue de la Fontaine d Le Village Rue de la Measure the length of each vector by walking the route and counting your steps. Convert that to a distance by measure the length of your stride. Upload this image (route, angles and steps counted indicated on image) in the box below: Edit Insert Formats A BIU x @ 3 A + AH 2) Report each vector for the three legs of your trip. Please multiply each coordinate out and round to 5 decimal places. (Remember, these vectors fit the picture you uploaded above.) Consider north to be the positive y-axis and east the positive x-axis. Part #1: v1 = Part #2: V2= Part #3: V3 = 3) Find the distance from the starting point to the ending point by finding the magnitude of the sum of the vectors. Round to three decimal places. Distance UPLOAD YOUR WORK FOR THIS STEP IN THE BOX BELOW: Edit Insert Formats E Submit Question BIUX x @ 3