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Home > INT3 > Chapter 8 > Lesson 8.3.1 > Problem 8-102


Each graph below represents a polynomial function. For each function, state its minimum degree. Then state the number of real and complex roots it has.

Example: The graph of at right has degree . It has three real roots and no complex roots.

  1. Degree
    There are two distinct real roots, one of which is repeated.

  1. Degree
    There are two real roots and two complex roots.