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The Birthday Polynomial Project
a presentation about a customized polynomial
by
TweetKatie Gepford
on 27 September 2012Transcript of The Birthday Polynomial Project
presented by Katie Gepford My Birthday Polynomial Project Function x≈-0.895
x≈0.712
x≈2.510 Zeros End Behavior Domain: (-∞, ∞)
Range: (-∞, ∞) Y-Intercept: (0,6) Imaginary: Relative Extrema Maximum: Minimum: Real: x≈0.170-0.623i
x≈0.170+0.623i *There's 5 mathematical zeros because 5 is the degree as x approaches ∞, y approaches ∞
as x approaches -∞, y approaches -∞ (-0.528, 10.879) (2.027, -64.124) not perfect
mostly positive
try to stay on track
have ups and downs (max and min)
I keep going (like a function)
9x^5 -24x^4 +x^3 +9x^2 -9x +6
Full transcriptx≈0.712
x≈2.510 Zeros End Behavior Domain: (-∞, ∞)
Range: (-∞, ∞) Y-Intercept: (0,6) Imaginary: Relative Extrema Maximum: Minimum: Real: x≈0.170-0.623i
x≈0.170+0.623i *There's 5 mathematical zeros because 5 is the degree as x approaches ∞, y approaches ∞
as x approaches -∞, y approaches -∞ (-0.528, 10.879) (2.027, -64.124) not perfect
mostly positive
try to stay on track
have ups and downs (max and min)
I keep going (like a function)
9x^5 -24x^4 +x^3 +9x^2 -9x +6