Maggie+&+Mimi

= ﻿MAGGIE AND MIMI'S PARABOLAS =


 * Maggie:**

Graph -

Communication -

**Properties:**

**Direction Of Opening**: Down **Line Of Symmetry**: x = 2 **Domain:** D:(xER) **Range:** R:(y__>__1.5|yER) **Vertex:** (2, 1.5)

**Something About This Image:** The order of the Rainbow spectrum is red, orange, yellow, green, blue, indigo, and violet. Sir Isaac Newton discovered the seven visible colours in the spectrum. Also, rainbows are the universal symbol of peace and harmony. Finally, the true shape of a rainbow is a circle.

**How close?** My parabola that I calculated on autograph was close but not exactly on my original parabola. The part of my estimation that could have been better is that I could have estimated a closer “other point.” By this I mean that I could have used a closer number for my x or y points, for example my y point could have been 0.92 or another number along those lines. This would have meant that my two parabolas would have been closer to each other.

Mimi's Parabola Graph:

Properties: Direction of Opening: Up Line of Symetry: x=0.5 Domain: {xER} Range: {y_>-0.5|yER} Vertex: (0.5, -0.75) This mountain is located in Siberia, Russia in a national park. This mountain is part of the Western Sayan mountain range which stretches 500km through Siberia. My estimated parabola at first was not asccurate at all, and even after Ms. Gravel and I checked the math the parabola still did not work out. So I had to use trial and error, which led me to find a parabola that was avery good estimate. The main difference between my and the parabola autogrpah created is that the lines do not exactly match up in some places (the vertex). This maybe could have been avoided if I didn't have to use trial and error to find my equation.