B. Directions: Determine whether the following functions are continuous on the given interval. x-5 1. f(x) = :(-1,4) %3D x-x-6 2. f(x) = V3x - 6-; (2, 00) (x-6 ifx< 2 3. f(x) = {x-16 %3D if x > 2 i[- 3,1] x-4 2x2-8 4. f(x): if x #- 2 ;[- 2, 6] %3D x+2 4 if x =- 2 (х-1 Vx+ 6 ifx 2 0 if x < 0 5. f(x) = ;[- 1,1] %3D

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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早2 . 血Q
18 / 20
116%
it x + 4
Е. f(x) —
at a = 4
x-4
if x = 4
Search 'Strikethrough'
2 Export PDF O
B. Directions: Determine whether the following functions are continuous on the given interval.
Adobe Export PDF
x-5
1. f(x) =
;(-1,4)
2-x-6
Convert PDF Files to Word
or Excel Online
2. f(x) = V3x - 6-;(2, 0)
Select PDF File
3rdQ LP3 -alculus.pdf X
(x-6 ifx< 2
3. f(x) = x²-16
;[- 3, 1]
Convert to
if x > 2
x-4
Microsoft Word (.doox)
(2x2-8
if x +- 2
Document Language
4. f(x) =
;[- 2, 6]
x+2
English (U.S.) Change
4
if x =- 2
(x – 1
Vx+ 6 ifx 2 0
if x < 0
5. f(x) =
;[- 1,1]
Convert
Create, edit, and e-sign PDF
forms & agreements
Free 7-Day Trial
C. Directions: The functions given below are discontinuous at a certain point. State whether the
function has a removable, jump or infinite discontinuity at that point.
Transcribed Image Text:早2 . 血Q 18 / 20 116% it x + 4 Е. f(x) — at a = 4 x-4 if x = 4 Search 'Strikethrough' 2 Export PDF O B. Directions: Determine whether the following functions are continuous on the given interval. Adobe Export PDF x-5 1. f(x) = ;(-1,4) 2-x-6 Convert PDF Files to Word or Excel Online 2. f(x) = V3x - 6-;(2, 0) Select PDF File 3rdQ LP3 -alculus.pdf X (x-6 ifx< 2 3. f(x) = x²-16 ;[- 3, 1] Convert to if x > 2 x-4 Microsoft Word (.doox) (2x2-8 if x +- 2 Document Language 4. f(x) = ;[- 2, 6] x+2 English (U.S.) Change 4 if x =- 2 (x – 1 Vx+ 6 ifx 2 0 if x < 0 5. f(x) = ;[- 1,1] Convert Create, edit, and e-sign PDF forms & agreements Free 7-Day Trial C. Directions: The functions given below are discontinuous at a certain point. State whether the function has a removable, jump or infinite discontinuity at that point.
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