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(C) EXERCISES I. Evaluate the following limits. 4 - 3y? – y3 y→-2 6 – y – y² 23 – 7x² + 14x – 8 1. lim (1+ w)(2 – w² + 3w³) 5. lim w1 t2 – 1 2. lim t-2 t2 + 3t – 1 6. lim I-1 212 — Зх — 4 3 (2z + z² 2² +4 Va² + 3 – 2 x² +1 2x – /6 – x 3. lim z-2 7. lim I-1 x² – x – 2 4. lim I+0 a3 – 6x² – 7.x + 1 8. lim 4+x² II. Complete the following tables.

(C) EXERCISES I. Evaluate the following limits. 4 - 3y? – y3 y→-2 6 – y – y² 23 – 7x² + 14x – 8 1. lim (1+ w)(2 – w² + 3w³) 5. lim w1 t2 – 1 2. lim t-2 t2 + 3t – 1 6. lim I-1 212 — Зх — 4 3 (2z + z² 2² +4 Va² + 3 – 2 x² +1 2x – /6 – x 3. lim z-2 7. lim I-1 x² – x – 2 4. lim I+0 a3 – 6x² – 7.x + 1 8. lim 4+x² II. Complete the following tables.

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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WPS Office basiccalc_initia.lease_13june.pdf Q X W 02A- AAE for Week 1.docx.docx Q Sign in O Go Premium Recycle = Menu v Home Insert Comment Edit Page Protect Tools io... p Hand Tool 130% 47/103 labc E Select Tool Edit Text: Edit Picture Annotate Rotate Auto Scroll Read Mode Background" Screen Grab Find Highlight No ified 360 Tot Securi A K 5:05 PM Remark 2: Whenever lim f(x) =±oo or lim f(x) = ±x, we normally see the dashed 10:00 AM vertical line x = c. This is to indicate that the graph of y = f (x) is asymptotic to x = c, 12:45 PM 8:34 AM WPS Off meaning, the graphs of y = f(x) and x = c are very close to each other near c. In this case, 9:18 AM we call x = c a vertical asymptote of the graph of y = f(x). 3:23 PM 2:34 PM 四 WPS PE Teaching Tip Computing infinite limits is not a learning objective of this course, however, we will be needing this notion for the discussion on infinite essential discontinuity, which 3E will be presented in Topic 4.1. It is enough that the student determines that the Google Chrom limit at the point c is +o or -o from the behavior of the graph, or the trend of the y-coordinates in a table of values. LIST-OF- DUATI (C) EXERCISES I. Evaluate the following limits. reg for codes 1. lim (1+ Vw)(2 – w² + 3w³) 4 – 3y? – y3 5. lim y→-2 6 – y – y? w+1 t2 – 1 7x2 + 14x – 8 2. lim t-2 t2 + 3t – 1 6. lim 2x2 – 3x – 4 2-1 3 2z + z Client rec Vx2 +3 – 2 x² +1 /2x – V6 – x 4+x² 3. lim z-2 Form z2 +4 7. lim r2 - x - 2 8. lim 4. lim r+0 x3 – 6x2 – 7x +1 log incoc Copy II. Complete the following tables. x - 5 Autode A K < 47/103 > 130% - 11:56 AM Desktop 4/23/2021
Transcribed Image Text:WPS Office basiccalc_initia.lease_13june.pdf Q X W 02A- AAE for Week 1.docx.docx Q Sign in O Go Premium Recycle = Menu v Home Insert Comment Edit Page Protect Tools io... p Hand Tool 130% 47/103 labc E Select Tool Edit Text: Edit Picture Annotate Rotate Auto Scroll Read Mode Background" Screen Grab Find Highlight No ified 360 Tot Securi A K 5:05 PM Remark 2: Whenever lim f(x) =±oo or lim f(x) = ±x, we normally see the dashed 10:00 AM vertical line x = c. This is to indicate that the graph of y = f (x) is asymptotic to x = c, 12:45 PM 8:34 AM WPS Off meaning, the graphs of y = f(x) and x = c are very close to each other near c. In this case, 9:18 AM we call x = c a vertical asymptote of the graph of y = f(x). 3:23 PM 2:34 PM 四 WPS PE Teaching Tip Computing infinite limits is not a learning objective of this course, however, we will be needing this notion for the discussion on infinite essential discontinuity, which 3E will be presented in Topic 4.1. It is enough that the student determines that the Google Chrom limit at the point c is +o or -o from the behavior of the graph, or the trend of the y-coordinates in a table of values. LIST-OF- DUATI (C) EXERCISES I. Evaluate the following limits. reg for codes 1. lim (1+ Vw)(2 – w² + 3w³) 4 – 3y? – y3 5. lim y→-2 6 – y – y? w+1 t2 – 1 7x2 + 14x – 8 2. lim t-2 t2 + 3t – 1 6. lim 2x2 – 3x – 4 2-1 3 2z + z Client rec Vx2 +3 – 2 x² +1 /2x – V6 – x 4+x² 3. lim z-2 Form z2 +4 7. lim r2 - x - 2 8. lim 4. lim r+0 x3 – 6x2 – 7x +1 log incoc Copy II. Complete the following tables. x - 5 Autode A K < 47/103 > 130% - 11:56 AM Desktop 4/23/2021
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