Birthday Polynomial by Makayla Moore

Analyzing the Polynomial

makayla_sha — 2014-09-26 12:08:37 UTC

Domain : -∞ to ∞

Range : -1.32 to ∞

y-intercept: 0

All of the zero's : (-1.89,0) (2.64,0)

End Behavior : Up & Up

Maximum : None

Minimum Value : (-1.32, -15.81) (1.89, -40.66)

How Does This Polynomial Reflect Who I Am?

makayla_sha — 2014-09-26 12:12:27 UTC

This Polynomial is different because it's made out of my birthday, which makes it unique that's kinda like me. I wanna be different, not ordinary.

Analysis

makayla_sha — 2014-09-26 12:18:40 UTC

For this process the first thing I converted my birthday, April 3, 2000 to a polynomial equation. After that I plugged my equation into desmos took a screenshot and put it on here. I used desmos to determine the Zero's, the end behaviors, minimum value and maximum value. You fine domain by looking at your end behavior. You find Range by adding the lowest part of your minimum value to ∞ to get (-1.32 to ∞). You find the Y intercept by looking to see if it touches the y intercept and mine doesn't so it would be 0. You find the zero's by looking at the points that touch the x axis. I don't have a maximum value but you would find that by plugging the equation into a calculator and then going to 2nd trace and down to maximum then follow the directions that the calculator gives you, same with the minimum.

Graph

makayla_sha — 2014-09-26 12:39:51 UTC

Birthday - April 3, 2000

makayla_sha — 2014-09-26 12:41:04 UTC

makayla_sha — 2014-09-26 14:00:35 UTC

http://www.southsoundnie.com/learning-tools/list.php