Graph the polynomial function. Approximate all of the real zeros of the function. f(x)=60x^4 - 89x^3 + 2x^2 + 23x + 4
@mathmate can you describe the steps using a graphing calculator as previously suggested by @phi? This questionn was reposted.
@Kevon18 Are you looking for instructions to plot on a TI 83 family of calculators? I work with a TI-83, but higher families are similar. If so, here's what you do: 1. turn on the calculator (bottom left button) 2. Clear (if necessary) 3. Press "y=" button (top left) 4. Enter the function on the first y= line. Press enter (bottom-right) 5. Press "window" (to the right of "y=") 6. adjust the size of the window (for this function, you could try the following settings: - xmin=-5 - xmax=5 - ymin=-1000 - ymax=1000 - xscl=1 (default) - yscl=1 (default) - Xres=1 7. Press "graph" (top right) It may take 2 seconds to show the graph, but it should display the graph of the given function.
I'm looking for Step by Step on how to do this question with the answer?
Have you graphed the function yet?
no, i need help!
Can you specify the help you need, given that the precise steps have been given above?
If you are not using the TI-family to graph, .. You can graph the polynomial at wolframalpha.com or desmos.com . Try approximating the roots from the graph. Tip: The polynomial will factor if you want to get the real zeros in that manner. @Kevon18
TI-family loool i like it hahaha
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