Question: Consider the following function: ()=33+32-147-147 Use the Leading Coefficient Test to determine the end behavior of the graph of . Determine the zeros of and
Consider the following function: ()=33+32-147-147 Use the Leading Coefficient Test to determine the end behavior of the graph of . Determine the zeros of and the multiplicity of each zero. Also describe the behavior of the graph at each zero. If a third zero does not exist, enter DNE, when appropriate. According to the Leading Coefficient Test, the graph of
- falls to the left and rises to the right
- rises to the left and rises to the right
- falls to the left and falls to the right
- rises to the left and falls to the right
Determine the zeros of . Enter solutions using a comma-separated list. The multiplicity of the least zero, = , is . The multiplicity of the greatest zero, = , is . The multiplicity of the other zero, = , is . At the least zero, = , the graph of Select an answer touches the x-axis and turns around crosses the x-axis . At the greatest zero, = , the graph of Select an answer touches the x-axis and turns around crosses the x-axis . At the other zero, = , the graph of Select an answer touches the x-axis and turns around crosses the x-axis . Determine the -intercept, in (,) form, of .
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