In the Long Run…

3 Apr

A polynomial is an expression consisting of variables and coefficients, that involves only the operations of addition, subtraction, multiplication, and non-negative integer exponents. The degree of the polynomial is the largest exponent on the variable. The leading coefficient in a polynomial is the highest degree term. The polynomial I created is x(1+3x^9), when zoomed out it looks like the function u(x) =5x^2 and when zoomed in it looks like the function q(x)=0.5x. Below the blue line represents u(x) =5x^2 and the red line is x(1+3x^9).

Screen Shot 2017-04-02 at 9.02.31 PM

Below the blue line is x(1+3x^9) and the red line is q(x)=0.5x.

Screen Shot 2017-04-02 at 9.21.29 PM

Any feedback on my polynomials?

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2 Responses to “In the Long Run…”

  1. shanelle👽 April 3, 2017 at 3:26 am #

    I find your definition on polynomials to be very helpful… I did assignment C and had it had to deal with polynomials with negatives. Maybe if I tried some with multiplication or addition. I would have come with better results. Thanks for the lesson ✨

  2. Dr. Fisher April 5, 2017 at 7:39 pm #

    Why do you think the polynomial x(1+3x^9) looks like the function u(x) =5x^2 when zoomed in like the function q(x)=0.5x when zoomed out? Why not the other way around?

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