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Find the function of the formloga(x) whose graph is given.16 ,Need Help?Read ItSubmit AnswerSave ProgressPractice Another Version...

Question

Find the function of the formloga(x) whose graph is given.16 ,Need Help?Read ItSubmit AnswerSave ProgressPractice Another Version

Find the function of the form loga(x) whose graph is given. 16 , Need Help? Read It Submit Answer Save Progress Practice Another Version



Answers

Find the function of the form $y=\log _{a} x$ whose graph is given.

We are given this club on, we have to find the function before by equals No to the base A eggs. The point given here is X equals half and by equals minus one. We did down and fitted into the human form or function that gives us a needs to minus one equals one might do, which means a equals therefore function as y equals Log two bass two x.

They are given the class and the point. I have to write it in the form, Lord, to basically eggs The point given as eggs equal sleep by equals, huh? Which means half equals local based in three. This point we have blood in the form. So a equals nine its function as my equals no to the base Night X.

We have to translate this crap into the for my equals local basic X The point given as nine common to that X equals nine my equals two. We put this in the government function for that has two equals. Look to the police. A nine this gives us is way equals nine on a equals three as a must be cleaner, don t you? Because it has to be an indeed upon that The bandido therefore by equals along with please three eggs.

For this problem we're going to be graphing the given function and that's the square root My equals the square root X squared minus 16. This is what we get as a result without us knowing that we can tell right off the bat that if X is somewhere between um less than greater than negative four, but less than four than it's going to be undefined. So we have to choose values such as X equals four, which would give us zero and X equals negative for you. Give us your uh then after that we can say do five when we do um Mexico's five good gap. The square to nine which is three and then we do negative five. Mhm. Also get three. So you keep doing this and what we see is that it's going to match our original graph. And we should use the graphing calculator to find other values. If we can


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