Labeling the angles this way creates names for the three sides of the triangle. Specically, we'll denote a side by using the lowercase letters a, b, and c where o is the side opposite angle A, b is the side opposite angle B, and c is the side opposite angle C. which of these sides is the hypotenuse ofthe triangle? How do you know? Now you need to find the length of each segment of your triangle. We'll use Google Maps to help. Go to ma ps.google.com again. Use the instructions found at httpsqusupgortgoogle.comfmapsanswerlBZB-[Bl to nd the lengths in feet rounded to the nearest whole number. List those lengths below. Be sure to include units in your answer. {Hint: It is easiest to measure each one individually. Right click and Clear Measurement between each one.) a: b: C: Take a screen shot of the map with the outline of your triangle included. {Hint: the Measure Distance feature of Google Maps will let you create a path, so draw your triangle that way.} Save this le to upload when you turn the project in. The next step is to create a scale drawing of the park rather than a quick sketch as we did previously. A scale drawing is a smaller representation of a large object that preserves the relationships between the sides and angles of the original. So in our case, this scale drawing and the original triangle formed by roads are similar triangles. You'll first need to choose a scale factor to multiply the side lengths by so that the new lengths fit on the page. Watch this video to help understand the concept of scale factors: httpsoutu.begZSSXQBiDde