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Liro 82 (3 poinis) X71lim sinith) [email protected] =? (4 points) h04) W yedthen %' when % = 2 Js? (3 points)...

Question

Liro 82 (3 poinis) X71lim sinith) [email protected] =? (4 points) h04) W yedthen %' when % = 2 Js? (3 points)

liro 82 (3 poinis) X71 lim sinith) [email protected] =? (4 points) h0 4) W yed then %' when % = 2 Js? (3 points)



Answers

15-36 Find the limit.
$$ \lim _{y \rightarrow \infty} \frac{2-3 y^{2}}{5 y^{2}+4 y} $$

Cuban Limited standing to raid. It's time to drop. I've done no X squared minus four divided by three express minus six states. So here we have to find this limit Using continuities for the definition stays that this country, this country has a day Yes, limit extending to a A for fix Z doing from family too. First, who that therefore affects she is equal to off them off X squared minus four divided by three X squared minus 66 This continuous act to so first we'll simplify this. It's thanks, but it's the stone. It's a mystery to buy 53 x into excellent stoop feel for cancer These two located Express to buy three eights. Now we'll consider express to buy 3/8 this continuous around such a four riel numbers right here. Seven and each part One fights of four and we know that afternoon is also continuous, as in West Techno metric functions or continuous at every number in the remains. Thanks. My So by tearing eight cake Do you ever made states that so now dysfunctional forfeits this continuous one heart other ways it is continuous. That X is it talking now? We can apply the REM eight to simplify this limit. So it stays that effect for fix. If I first continuous at B and Okay, Okay. Yeah. So our fists don't you know? I said be and limit extending to age. G affects Zeke. Want to be Then limit extending to a F off G off eggs. They will do F b. In other words, can say that Limit extending Glee s Falls. Gee off. It's Z quinto efforts limits extending to it geo face. So here we will see whether at first continuous on all the domains we will see whether yes and geo faces continuous on earth Secure lit Geo fixes it Printer Explain minus four right Three experiments it sets which we simplified with us its place to buy three x now limit extending to two express to buy Yeah, it's is a 24 by six which is three bind Just need to be to buy three as does this function is continuous. We can write possessed a sauce geo spoon There's nothing but gee off food Now if we see efforts continuous at two by three that is our plan function is continued by that to buy three. Therefore, we can write first continuous like to bite feet. Therefore, we can write the limit extending to do Afghan enough express to abide 3/8 Sick print too up then off. That is a false talk to them. You're not extending to it. Express to buy three X and we found this value to be to buy three. Therefore this equal to our pan off to buy three, which is going to be 0.588 radiance. Not today, just right.

Yes, that the limit as X approaches three of Geo Well, that's equal to four. And we know that f of X is equal to G of X. So that also means that we can replace our geo vets with alphabets. That is, we have from the limits as X approaches three of Gaea vets that should be equal to the limit as X approaches three of off a box. And when we know that the LTD's Xa pretty three of G of X, that's equal to four. So that means, um, are falling limits as X approaches three of our fallen function F of X is also able to for you're said, it's independent of what are actual input is.

Question. Really? Nine were given some information. Return in black and we gotta find the value of the limits, which is written in red. So first off, using the basic laws of the limits will use the quotient. Lawn will give the limit both numerator and the denominator separately. Uh, if we do that, we will write the function without the limit like this. Now off the numerator, we already know that it's already given in the question that is one. So will replace the numerator by one and then the denominator, using the power rule that will become minus four square. So the final answer comes out as since minus four. Square is 16 to the final answers 1/16.

Find this'll limit and question 28 using the information which is given in the question. So first off, we gotta apply the some law for the some law states that the limit must be given toe all the terms, which are either in addition or subtraction. So if we use that, we get our equation like this. All right. Now well, now, use the constant multiple law. So too comes outside. We have limit extending towards minus four FX. From here, three comes outside. We have limit extending towards minus for GX. Now, the value off this value and these two values these two limits. Rather, I given us three on one already. So three and one is given. We gotta put three here. We're gonna put one here three times to a 6643 is nine, which is the final ones.


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