5

Use the graph to find the following limits and function valuea. lim f(x) X-2 b. lim f(x) X-2 C_ lim f(x) X72 d: f(2)a: Find the limit. Select the correct choice bel...

Question

Use the graph to find the following limits and function valuea. lim f(x) X-2 b. lim f(x) X-2 C_ lim f(x) X72 d: f(2)a: Find the limit. Select the correct choice below and fill in any answer boxes in your choice_OA lim f(x) X-2(Type an integer:)0 B. The limit does not exist b. Find the limit. Select the correct choice below and fill in any answer boxes in your choice.OA lim f(x) : (Type an integer:) X-2 0 B. The limit does not exist_

Use the graph to find the following limits and function value a. lim f(x) X-2 b. lim f(x) X-2 C_ lim f(x) X72 d: f(2) a: Find the limit. Select the correct choice below and fill in any answer boxes in your choice_ OA lim f(x) X-2 (Type an integer:) 0 B. The limit does not exist b. Find the limit. Select the correct choice below and fill in any answer boxes in your choice. OA lim f(x) : (Type an integer:) X-2 0 B. The limit does not exist_



Answers

the graph of a function is given. Use the graph to find the indicated limits and function values, or state that the limit or function value does not exist. a. $\lim _{x \rightarrow 2^{-}} f(x)$ b. $\lim _{x \rightarrow 2^{+}} f(x) c. $\lim _{x \rightarrow 2} f(x)$ d. $f(2)$

Question # 49. Yeah. You are given a girl but to find in the value of human from the girl. That's good. Degra and looks like this. Okay. All right, so in the past, Yeah, good questions. Right. Yeah, limit Extends to 0-. I started opposing europe on the upside. You can see the value is approaching this year ago. Mhm Yeah. So this for You don't want to exchange 20 composited just saying approximately the energy company. Energy, you know my honesty. Yeah. So now remember the extra. Because we don't have books, you can see Lemon extra store zero plus affect is not the quarto. Remember text raster gentleman a surface. So this one here it doesn't exist. One are different foreign ministry. Right? Well then 4040 As a part of for the pencil is rather than four what there's an answer So about them and so forth. All four we went to thank you.

For the income we want to um consider the limit as X approaches for from the right. As X approaches negative 2013 and four from the left. So we're gonna just take a generic craft and analyze what that's gonna look like. So we're going to take X to the fourth. And again, there could be breaks in the graphic to be careful with this because that's how limits are going to change depending on if there's breaks in the graph. But in general, if we want to see the limit as X approaches and negative for then we see what's happening as we approach from the left and what's going to happen as we approach from the right, for example, And we see that we'll end up getting value about 16, which makes sense. We can also do the limit as x approaches and negative two From the left and the right. We end up getting what appears to be the value for. That's how we can evaluate these limits. zero would give us zero. But again, it's not always the simple. There could be breaks in the graph, and we have to make sure that the limit as we approach from the left is equal to the limit as we approach from the right in order for the full limit to actually exist.

Okay. Were asked by love. It's his ex approaches one left backs. Well, let's see where is negative Going nuts here, if you notice are left sided Limit. Use us one. And a right sided limit gives us They could do. Since they're not equal, this does not exist. Okay, We also have limit his ex approaches one of the Mex. Okay, What did not give me? Well, ones over here. If you approach from the left and the right, you get one of those limits equal to one. What's the limit? As extra coaches go right to the next over the approach from the right, get that secret to know. And then what? The limits as just you. Thanks. Well, if you see here, it's approaching from our left. And that's equal to one here. And I assume from the right as well it's approaching that value. So that's equal to

For the given problem. We want to consider the limit As X goes to two from the left of Alfa Becks. And we're gonna be using the giving breath to do this. So one way that we can I go by doing this is let's consider the function um for example, X squared um over X plus X managed to so and then we'll do X over this. It was just an example, not necessarily the one that they have in the book. What we see is that his ex approaches to from the left. This number is going to be a very small negative number And this number is can be very large or the numbers can be at two. So this would go to negative infinity because we're approaching from the left then, as we approach from the right, this is going to be a larger number of a larger number. Over the smaller number two, we end up getting a small positive number. So we have a positive number over a very small positive number that takes us to positive infinity. As you see right here, And then we see the limit as we go to negative infinity is going to be positive one. Because we see the ratio. So often times we want to focus on this ratio, it's a 1-1. And because they're the same degree, we evaluate that coefficient ratio. So, and then we see the same thing happened for the the ascent as exposed to positive infinity.


Similar Solved Questions

5 answers
EtleuguullIoi - 2EAntutan ba eInct OOEIl Anttieutntrducrtnealttad7+e7uhnt LelenAC" Ralul Jtttlnn 7TntnaEelee-etyatne Fn)
etleuguull Ioi - 2 EAntutan ba eInct OOE Il Anttieutntrducrtnealttad7+e7 uhnt LelenAC" Ralul Jtttlnn 7Tntna Eelee-etyatne Fn)...
5 answers
Lies On pgo, - 0,0) 4 Plane r(o,lo,o) 9 (0,0,6) What Point has the cbset distance to the origin (0,0,0) XSolve without Lagrange Moltiplers *
lies On pgo, - 0,0) 4 Plane r(o,lo,o) 9 (0,0,6) What Point has the cbset distance to the origin (0,0,0) XSolve without Lagrange Moltiplers *...
5 answers
Aueson 4Compute the following limit: If a limit does not exist; enter DNE:Tries remaining; Marked out of 100312 limFlag quattionAnsver:CheckQuaston 5compute the following limit If a Iimit does not exist enter DNE_Tries remaining: Marked out of1,$0 Fleg questionlim 2 VzIn(5r) I+0Answer:CheckGuesion 6Compute the following Iimit_Ilmit does not exist, enter DNE_Tries remeining: 5 Marked (ut Of10 Hs9 questioti61 - 12 lim 5-0Answrer:Check
Aueson 4 Compute the following limit: If a limit does not exist; enter DNE: Tries remaining; Marked out of 100 312 lim Flag quattion Ansver: Check Quaston 5 compute the following limit If a Iimit does not exist enter DNE_ Tries remaining: Marked out of1,$0 Fleg question lim 2 VzIn(5r) I+0 Answer: C...
2 answers
Suppose Yi, Yz, Yn are iid from Poisson(0) . marks) Show that the joint distribution of (Yi,Y2, Yn) belongs to the exponential family: marks) Find a complete and sufficient statistic for the joint distribution of (Yi; Yz; Yn) .
Suppose Yi, Yz, Yn are iid from Poisson(0) . marks) Show that the joint distribution of (Yi,Y2, Yn) belongs to the exponential family: marks) Find a complete and sufficient statistic for the joint distribution of (Yi; Yz; Yn) ....
5 answers
(4 points) Consider the functionf(x) = x? 4x + [ on the interval [0, 4]. Verify that this function satisfies the three hypotheses of Rolle's Theorem on the inverval:f(x) is[0,4];f(x) is(0,4);and f(0) = f(4)Then by Rolle's theorem, there exists at least one value such that f' (c) = 0_ Find all such values and enter them as comma-separated list:Values of € =
(4 points) Consider the functionf(x) = x? 4x + [ on the interval [0, 4]. Verify that this function satisfies the three hypotheses of Rolle's Theorem on the inverval: f(x) is [0,4]; f(x) is (0,4); and f(0) = f(4) Then by Rolle's theorem, there exists at least one value such that f' (c)...
5 answers
Connect 3 3 3 3 anaTonT pHysioloG" SneteleIcpongQucstion (ot 121Notc: Thls queston= not bc automalically graded 10.00 points It wllbe sent vourinamucic Ior reMcwForplatuhe cakulations Include the_units ofmeasurenant Or YQUt_anskers Millbe matked subject with plcod prossure Mtong ef 150/00, Pulse pressure and @ resting puise 0f 80 beats/min; calculate the following: Coicuinlo Stioke Valume:IEco 3600mL and the Pulse ratc 40 beatsnun; Stoke VD Umie3a20888
connect 3 3 3 3 anaTonT pHysioloG" Snetele Icpong Qucstion (ot 121 Notc: Thls queston= not bc automalically graded 10.00 points It wllbe sent vourinamucic Ior reMcw Forplatuhe cakulations Include the_units ofmeasurenant Or YQUt_anskers Millbe matked subject with plcod prossure Mtong ef 150/00, ...
2 answers
8?u is 4wave equation u(0,) 0 u(1,t) = 0 are the 82? boundary conditions and &u(o.) 0 solve for the initial conditions u(x,0) =x(1
8?u is 4wave equation u(0,) 0 u(1,t) = 0 are the 82? boundary conditions and &u(o.) 0 solve for the initial conditions u(x,0) =x(1...
5 answers
2 The following reaction gives rise to the formation of A and B but not C, why?.NaNaPhNa BPhPhNanot formed
2 The following reaction gives rise to the formation of A and B but not C, why?. NaNa Ph Na B Ph Ph Na not formed...
5 answers
Due to the presence of an unpaired electron, free radicals are(a) chemically reactive(b) chemically inactive(c) anions(d) cations
Due to the presence of an unpaired electron, free radicals are (a) chemically reactive (b) chemically inactive (c) anions (d) cations...
5 answers
Substance A has a smaller heat of vaporization than substanceB. Which of the two substances will undergo a larger change in vapor pressure for a given change in temperature?
Substance A has a smaller heat of vaporization than substance B. Which of the two substances will undergo a larger change in vapor pressure for a given change in temperature?...
5 answers
Explain how the change in the force of air resistance on a falling body causes it to eventually reach a terminal speed.
Explain how the change in the force of air resistance on a falling body causes it to eventually reach a terminal speed....
5 answers
2 1 y*9-X and 3.1-4
2 1 y*9-X and 3.1-4...
5 answers
(a) Determine (with proof) lim ' sin(3/1) 1-0[15 points]b) Show that lim sin(3/z) does not exist. T30[15 points]c) Show: There exists a strictly increasing sequence of natural numbers (nk) such that sin(3nk) _ keN converges. [10 points]
(a) Determine (with proof) lim ' sin(3/1) 1-0 [15 points] b) Show that lim sin(3/z) does not exist. T30 [15 points] c) Show: There exists a strictly increasing sequence of natural numbers (nk) such that sin(3nk) _ keN converges. [10 points]...
5 answers
32.6,6Skll BullderTutoringQuestion HelpOne l2g of & right (rlangle Is Uindiea mote Jhan Ihulce sid0s-lengtholhet leghypoteruse [inches more than the shorter leg-Find the leugths ofall IrieIho Uuvo sdon ol Uho ulonglo nro Tochub (Slmpllty Your angwars U6o @ conna sqparaie nnnt naaded Typo Wogers daclnvels rounded Ia the nenrost Vcusanlh nacded )
32.6,6 Skll Bullder Tutoring Question Help One l2g of & right (rlangle Is Uindiea mote Jhan Ihulce sid0s- length olhet leg hypoteruse [ inches more than the shorter leg-Find the leugths ofall Irie Iho Uuvo sdon ol Uho ulonglo nro Tochub (Slmpllty Your angwars U6o @ conna sqparaie nnnt naaded Ty...
1 answers
Because of their connection with secant lines, tangents, and instantaneous rates, limits of the form $$\lim _{h \rightarrow 0} \frac{f(x+h)-f(x)}{h}$$ occur frequently in calculus. In Exercises $57-62,$ evaluate this limit for the given value of $x$ and function $f .$ $$f(x)=\sqrt{x}, \quad x=7$$
Because of their connection with secant lines, tangents, and instantaneous rates, limits of the form $$\lim _{h \rightarrow 0} \frac{f(x+h)-f(x)}{h}$$ occur frequently in calculus. In Exercises $57-62,$ evaluate this limit for the given value of $x$ and function $f .$ $$f(x)=\sqrt{x}, \quad x...
5 answers
Use the Shell Method to compute the volume of the solid obtained by rotating the region underneath the graph of y = 72 x? over the interval [-7 , 7], about the x = 3_(Use symbolic notation and fractions where needed )Volume
Use the Shell Method to compute the volume of the solid obtained by rotating the region underneath the graph of y = 72 x? over the interval [-7 , 7], about the x = 3_ (Use symbolic notation and fractions where needed ) Volume...
5 answers
[-I1 Points]DETAILSLARLINALG8 5.2.045Find the angle 0 between the vectors_ (Round your answer to two decimal places.) (0, 3) , V = (_5, 4) , (u, v) Zu1V1 3uzVz radians Enter number Need Nepp Read It WaichlViewing Saved Work Revert to_Last ResponseSubmit Answer
[-I1 Points] DETAILS LARLINALG8 5.2.045 Find the angle 0 between the vectors_ (Round your answer to two decimal places.) (0, 3) , V = (_5, 4) , (u, v) Zu1V1 3uzVz radians Enter number Need Nepp Read It Waichl Viewing Saved Work Revert to_Last Response Submit Answer...
5 answers
Find ∫C((x2+4y)i⃗ +5y3j⃗ )⋅dr⃗ where C consists of the threeline segments from (5,0,0) to (5,4,0) to (0,4,0) to (0,4,4).∫C((x2+4y)i⃗ +5y3j⃗ )⋅dr⃗ =
Find ∫C((x2+4y)i⃗ +5y3j⃗ )⋅dr⃗ where C consists of the three line segments from (5,0,0) to (5,4,0) to (0,4,0) to (0,4,4). ∫C((x2+4y)i⃗ +5y3j⃗ )⋅dr⃗ =...
5 answers
1 treatment;- 2 Srep 261 z: What [s the p-value for the test? H 1 1 U has potentlally dangerous 0 None ofthe _ HH 1 1 Twenty-(Ive tablets are randomly selected and the amount of drug In euch tablet I5 measured; the drug must be apis above 8 0,01 effects If It Is taken in , dosesinat | Tables The sample has & mean o( 20 Keypzd
1 treatment;- 2 Srep 261 z: What [s the p-value for the test? H 1 1 U has potentlally dangerous 0 None ofthe _ HH 1 1 Twenty-(Ive tablets are randomly selected and the amount of drug In euch tablet I5 measured; the drug must be apis above 8 0,01 effects If It Is taken in , dosesinat | Tables The sam...
5 answers
Let A =Determine all the eigenvaluesof A andstate the multiplicity for each
Let A = Determine all the eigenvalues of A and state the multiplicity for each...

-- 0.021169--