Marjorie



(all equations above are in vertex form)|


 * __STANDARD FORM__**

**__ STANDARD FORM- VERTEX-BASE POINTS __** __ Equation 1: __ Standard Form: y= 0.34x²+5.1x-3.25 Vertex: (15, 35) Base Points: x= 0.47 x=29.45 __ Equation 2: __ Standard Form: y=-2x²+60x-415 Vertex: (15, 35) Base Points: x= 10.8 x= 19.2 __ Equation 3: __ Standard Form: y=-0.35x²+10.5x-54.25 Vertex: (15, 35) Base Points: x= 5 x= 25 __ Equation 4: __ Standard Form: y= -2x²+40x-180 Vertex: (10, 20) Base Points: x= 6.8 x= 13.2 __ Equation 5: __ Standard Form: y= -0.5x²-10x+150 Vertex: (10, 20) Base Points: x= 3.55 x=16.3 __ Equation 6: __ Standard Form: y= -0.25x²+5x-5 Vertex: (10, 20) Base Points: x= 1 x= 18.9

__ Equation 7: __ Standard Form: y= -2x²+80x-780 Vertex: (20, 20) Base Points: x= 16.8 x=23.2 __ Equation 8: __ Standard Form: y=-0.5x²+20x-780 Vertex: (20, 20) Base Points: x= 13.6 x= 26.34 __ Equation 9: __ Standard Form: y= -0.25x²+10x-80 Vertex: (20, 20) Base Points: x= 11 x= 29 Sales Pitch- Fountain Design Project Marjorie MacDonald

This fountain, in size, is the largest fountain in the world. It has the most streams of water that are architecturally possible. The colours emote a Zen feeling which allows the viewer to relax into the visual display and the sound of the rushing water. Not only is the fountain beautiful, but it is environmentally friendly. The water recycles through the different streams which allow it to use the least amount of water necessary, but uses filters to ensure the cleanliness of the water, and that the lights hit the streams of water in the best possible way. The base of the fountain is beautifully designed to blend in with its surroundings but still appearing new and modern. People will enjoy being able to sit, eat, and generally relax here on a hot day. The railing on the base of the fountain allows the public to put their feet in the water on a hot day, but still discourages swimmers. All together, this fountain is an excellent addition to the city because it creates a meeting place for the citizens that will create a sense of community, and adds a visually attractive component to the neighbourhood.