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(eiell12 FlucgreeliD Fla pejeeton for tbeEke WUueeVicuo auud aad f (,s)...

Question

(eiell12 FlucgreeliD Fla pejeeton for tbeEke WUueeVicuo auud aad f (,s)

(eiell 12 FlucgreeliD Fla pejeeton for tbe Eke WUuee Vicuo auud aad f (,s)



Answers

$23-42$ Find $f$
$$f^{\prime \prime}(x)=-2+12 x-12 x^{2}, f(0)=4, \quad f^{\prime}(0)=12$$

In. The problem you have been given is off base plus twice is because 10 is Squire. Last 12 days 14 4 Now we have invasive equals. 2 10 is squad. Last 12 is last 14 or is less in your inspire minus two ways to now. This is a region as your worries last to last. The last see overall is spy minus two is last. So we have to find for NBC by using it and try it. So wait three be well on C four Now this is three over His last two last seven is last hole is spot my nesting phase last. Now we define the lab waas So please not Les Waas This 32 last lap Listen worse off 78 plus for full Squire minus two is last two. This equals two. Now that is to last lap. Blessing words off. Seven days minus one over is minus one for this part. Last one homeless choir less Listen was off 11 over is minus one This part plus one whole list. While now this is equal to three into B to the power minus duty. Last seven needed a power t costing less level, even about ng sci fi. So this is the answer

We have duty. There is one I double crime. But it's why single crime lines tour of times why sequel to two tires T to sixth Exponential too negative. The negative three. And we see that our initial gas would have to involve a generic 60. Report. No meal. Now let's write that down. Well, I'll show you a neat way of writing a phenomenal in general, and that is to use the Sigma annotation and the way to do it. ISS the You indicate that induces air going from Syria to six because really, every theories six point normal and then I'll just write a I the ice condition responding to Ice Power X and that is a neat way to write a play anomalous in general. And it might. It looks better and it saves some time. And then obviously we now we have two months about this very same experiential right and the only remaining questions we need to figure out if we need an extra power for tea. And that's where we look at the character sequin a little here, and when we solve it, it looks like it. Factors are minus for R plus three or you can just do it by the formula. This man's our oneness for our tours. Negative three and receive it. This negative three is a single root off our recreation here, and because it's a single root, we must apply our guests by an extra power T, and they will give Steed correct.

We're given the phone pieces of information. We know that double crime X equal to next day to post Halifax myself Expert If there is equal to four f Prime A 00 to 12 and we are asked to find after fax. So start off if we can find f prime of X finding the anti derivative of after double prime of X. So we know that the anti derivative of negative to think of toothpicks and then we have plus we raise extra second power Divide 12 by two to get six x squared. Then we raise exercised power and divide by three to get native four x cubed plus c. You know that have primacy. Zero is equal to 12 so in that, 12 is equal to native to zero plus 60 skirt. Nice. Four. Who is there a cubed plus C so another 12 was equal to see? And so we know the F prime of X is equal to negative two X plus six X squared minus four X cubed plus 12. Next. When did you find f of X? When an F of X is equal to negative X squared because we raise X to the second power nearby. Negative two by two plus we raised exit their power divided six by three to get two x cubed. Next we raised Exit fourth Power, dividing a before by four to get a good exit, fourth power and then in determinative of concept, which is at exposed told Max Plus de which will be in our constant. We know that fo zero is equal to force when that four is equal to negative zero squared plus two 10 0 cube minus zero to the fourth plus 12 times. Oh, plus de. And so then we know that four is equal to deal. And so there we know after backs is equal to negative X squared plus two x cubed minus X er fourth plus 12 x plus four and services are answer.

XCF six on idolizes XCF six on high dialysis gifts XC 02 F two as well as x c o F food and ACSI rotary as the no doubt therefore, option A, therefore, option A. Of sand B and of some B uh, correct here.


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