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Flc)Please Submlt Ansirer Need Help? D1 points Enhancad Feedback #Mlebe f(x) f(x) dx Save 1 Jeda5 for 1 1 1 Intedra Olui Vo suen intedta1 Please 2 Enhanced" f(...

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Flc)Please Submlt Ansirer Need Help? D1 points Enhancad Feedback #Mlebe f(x) f(x) dx Save 1 Jeda5 for 1 1 1 Intedra Olui Vo suen intedta1 Please 2 Enhanced" f(x) 1 Help? %5 again 1 L 2 Remember and 1 g(x) '97228 1 42.049. and find pue 6 congtant (ryz] 30

flc) Please Submlt Ansirer Need Help? D1 points Enhancad Feedback #Mlebe f(x) f(x) dx Save 1 Jeda5 for 1 1 1 Intedra Olui Vo suen intedta 1 Please 2 Enhanced" f(x) 1 Help? %5 again 1 L 2 Remember and 1 g(x) '97228 1 42.049. and find pue 6 congtant (ryz] 3 0



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Find the indicated function values. $$f(x)=x^{2}-x-1 ; \quad f(0), f(2), f(-3), f(1 / 2)$$

All right, we are working with this function and every time we want to evaluate a function at a certain input, we have to plug that in. Put in for X anywhere we see axe in the function. So in order to find, for instance, f of negative too, it looked negative to infer acts into the function, so it be negative too. To the third plus two times negative too negative to to the third is negative eight plus two times. NATO too is negative four. So it's really negative. Eight minus four, which is equal to negative 12. So half of negative two is negative. 12. Next one on the list is half of negative one, so they need to put negative one and for X. So it will be negative one to the third, plus two times negative one, which is equal to negative one that the third is negative. One two times negative one is negative. Two. So it's negative. One minus two, which is negative. Three. So after of negative one is negative. Three if a zero plus zero in for X into both axes in this function, so it becomes zero to the third plus two times zero, which would be equal to zero to the third. A 02 times zero is zero 00 is zero. So whatever zero is equal to zero in the last one half of 1/2 would be equal to 1/2. The third, plus two times 1/2 1/2 to the third is the same as one to the third. Over to to the 3rd 1 to the third is one to to the third is two times two times two or eight and then two times 1/2 is one, um, we can think of if we're gonna add these together, we can think of one as 88 so that we have a common denominator. And if we think of it now is 18 plus eight eights that is equal to nine eights, so f of 1/2 his 98

Find the value off from zero substitute X equal to zero. In a complex, we get zero ps one by minus one. Just want a good minus one, which is equal to minus one. Now to find the value of, if off to substituting Sequel to in a complex we get yes, one to fight Give minus one just three to pay one, just like you do now defined the value of F minus to substitute X equal to minus king In a graphics we get my minister less one by minus two minus one Just minus one Didn't play my misty. So if I get one bakery to find the value of hope one day to substitute X equal to one day to OPEC's, we get when they do less one to buy one way to win this one I just want us to do Thank you, my student. Trying to can can slow these in denominator. Once a player being we get one feels to deprive on minus two. What do you do there by minus one Lancer? Yes,

For the given problem, our goal is to finally indicated values of the functions. So we have the F of X I squared my next one. So we're going to consider f of 925. Yeah. Okay. We find this as we plug in a negative five here, that gives us a positive 25 minus one, which is 24 than F of negative route three. We see the negative route through when we square that, that gives us a positive three. So 3 -1 is two. And then if we do a positive three ff three, that's gonna be three squared is 9, 1928. And ff six Shows us that six squared is 36 -1 is 35. So those are all going to be our final answers.

In this question, we have given here a function epics such that X Q plus two X. Okay, So what is giving here is that there is any number excellent. And when we apply any rule on this number X such that X cubed plus two X, then it will give the result as a function f x. Okay, so the function efforts will be called as the value of a function at exit, or you can see that the function off. Okay, Now we have to find out the function and indicated values here. So, first of all, we have to find out the function at X is equal to minus two. That means we have to put X is equal to minus two to find out of a new function at minus two. Okay, so I'm just putting the value at X is equal to minus two in this given room, or we can see that different functions. Okay, so it will be like this minus two pulled you and go into minus two. That will be equal to the A minus. Cool. And that will be equal. Okay, so this is the required value of the function add X is equal to minus two now coming to the next value in which we have to find out. The value of a function at X is equal to minus one. So we will put X is equal to minus one. In this function like that, minus one hold you and plus doing do minus one. So it didn't give that as minus one. Well, you will give The desert is minus one and will be minus two. That music will get the result minus tree. Okay, now coming to the next value that is you. So value a function at X is equal to zero will be equal to zero. You'll bless who in 20 Okay, so here it will be equal. Duda, aqua simplification zero. So this is what required The your function of X is equal to zero now coming to the next wedding here we have to find out the function. X X is equal pool one my pool. So people put X is equal to one by doing the function. So it will be as one by two Q And bless doing this one, Lleyton. Okay, Now, after simplification, we can see that if one right two will be equal to as one day eat plus one. Okay. Now, after digging else him and simplifying ate the value of function will be equal to nine by eight. Okay, so we can say that for the different values off Excell we have find out the different values off. The function so far for X is equal to minus two. Now this is four X is equal to minus one. This is for X, equal to zero. And this is for X is equal to one vapor. So this is very quiet answered.


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