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Use the graph.Determine the values of x between which a real zero is located and F Ob. between 2 and 3 Oa. between 32 Sand 0 Od. between 6 and 7 Oc between...

Question

Use the graph.Determine the values of x between which a real zero is located and F Ob. between 2 and 3 Oa. between 32 Sand 0 Od. between 6 and 7 Oc between

Use the graph. Determine the values of x between which a real zero is located and F Ob. between 2 and 3 Oa. between 32 Sand 0 Od. between 6 and 7 Oc between



Answers

Use a graphing utility to graph the function and to approximate any relative minimum or relative maximum values of the function. $$f(x)=3 x^{2}-6 x+1$$

So it's looking to and I'll get for seven more negative. Then we could plug and then we'll get three square, which is nine minus. Have a physical too. Those are values the implants. One is negative, one is positive, but also f of X is continuing everywhere so we can call the EVD to guarantee there is a zero somewhere inside this interval.

Hello. We have to find the in travel for if X is greater than zero and affects the lower than Europe from the graph. Mhm for FX is this is manis Ford, this is Minister and zero. This is to this is forward. Okay, for if X is greater than zero, we can see their taxes belongs to man is for to manage to union 0 to 2. Union 14 40 Okay for FX is less than zero. Belongs to minus of entrance fee to minus four. Union monastery to zero. Okay. And two, four. Deserter, Answer. Stop. Thank you.

Do you want? Function half off. X is equal to X squared minus six X in the first part. Backed off off The function will be like this. Yeah, this point will be three minus nine. And this point is six in the second bar related minimum off course. Uh, see, and minus night. Um, no, I really do Maximum. Okay.

Do you want? Function half off. X is equal to X squared minus six X in the first part. Backed off off The function will be like this. Yeah, this point will be three minus nine. And this point is six in the second bar related minimum off course. Uh, see, and minus night. Um, no, I really do Maximum. Okay.


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