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  • Tests in Graphing Polynomials
Test Title:

Tests in Graphing Polynomials

There are 2 tests inside this topic. Click the button below to change currently active quiz.

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Current: Test on Identifying the Graphs of Polynomials
  • Q1:
    1 pts
    Which of the following lines could be the graph of a polynomial?
    green
    red
    blue
  • Q2:
    1 pts
    A graph of the polynomial $p(x)$ is shown in the figure below. Which of the following could be $p(x)$?
    $x + 1$
    $x -1$
    $x^2 +x$
    $x^2-x$
  • Q3:
    1 pts
    The figure on the right shows the graph of a polynomial ? Which of the following could be $p(x)$?
    $x + 1$
    $x^2-x+1$
    $x^3+4x$
    $x^4 - 3x$
  • Q4:
    2 pts
    Which of the following lines is NOT the graph of a polynomial?
    green
    red
    blue
  • Q5:
    2 pts
    Which of the following lines could be the graph of a polynomial?
    green
    red
    blue
  • Q6:
    2 pts
    The degree of the polynomial for which graph is shown at the right is:
    odd
    even
  • Q7:
    2 pts
    The degree of the polynomial for which graph is shown at the right is:
    odd
    even
  • Q8:
    3 pts
    A graph of the polynomial $p(x)$ is shown in the figure below. Which of the following could be $p(x)$?
    $x^2(x-2)^2$
    $x^2(x+2)^2$
    $x(x+2)$
    $x(x-2)$
  • Q9:
    3 pts
    What is the possible degree of the polynomial which graph is shown at the right.

    3

    4

    5

    6

  • Q10:
    3 pts
    What is the possible degree of the polynomial which graph is shown at the right.

    3

    4

    5

    6

  • Q11:
    3 pts
    Match a given graph to a polynomial to which the graph corresponds.
    $x(x-1)(x-2)^2$
    $x(x-1)(x-2)$
    $x(x+1)(x+2)$
    $x(x+1)(x+2)^2$