Figure 3: Graph of a third degree polynomial Polynomial of a third degree polynomial: one x-intercepts. Question 4: The graph below cuts the x axis at x = -1. Why does the graph of this polynomial have one x intercept only? Figure 4:
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Either by subtracting 5 we get and by dividing by 2 we get , or and by adding 3 for both sides we get . So we have two possible solutions for this equation . 4- Infinite solutions: An equation with infinite solutions is an
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The answer to the equation is 4.
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Solving a third degree polynomial equation with 1 real root Step #6 – Select 1 of the 2 solutions of the 2nd degree polynomial equation SOLVE THE EQUATION 6 7 AND SELECT THE SOLUTION 7
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