6. What type of discontinuity at x = 1 is in the function f(x) =? (A) infinite discontinuity (C) removable discontinuity (B) jump discontinuity (D) f is continuous at 1
6. What type of discontinuity at x = 1 is in the function f(x) =? (A) infinite discontinuity (C) removable discontinuity (B) jump discontinuity (D) f is continuous at 1
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.5: Graphs Of Functions
Problem 36E
Related questions
Question
Please answer 6, 7, & 8. Thank you.
![5. Let f(x) be the function f(x) = * , T*<7 What is the value of c that
14х + 3с ifx>7
makes the function f(x) continuous for all real numbers.
(A) 21/4
(B) 21/2
(C) 49/3
(D) 77/4
6. What type of discontinuity at x = 1 is in the function f(x) =?
(B) jump discontinuity
(D) f is continuous at 1
(A) infinite discontinuity
(C) removable discontinuity
7. How should the function f(x) :
1-x?
be defined so that it will be continuous at x = -1?
1+x
(A) f(-1) = -2
(C) f(-1) = 2
(В) f(-1) 3D0
(D) f(-1) = +0
if x<1
8. Which of the following intervals is f(x) = {x – 1 if x21
(2x
continuous?
(A) (0,1]
(B) [0,1]
(C) (1,2)
(D) [-1,2]](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fafe71496-8f95-44df-8230-bfdd514644bc%2F9c377ed9-a6c8-4e2c-8148-e8212e605ab1%2F3wotjlk_processed.png&w=3840&q=75)
Transcribed Image Text:5. Let f(x) be the function f(x) = * , T*<7 What is the value of c that
14х + 3с ifx>7
makes the function f(x) continuous for all real numbers.
(A) 21/4
(B) 21/2
(C) 49/3
(D) 77/4
6. What type of discontinuity at x = 1 is in the function f(x) =?
(B) jump discontinuity
(D) f is continuous at 1
(A) infinite discontinuity
(C) removable discontinuity
7. How should the function f(x) :
1-x?
be defined so that it will be continuous at x = -1?
1+x
(A) f(-1) = -2
(C) f(-1) = 2
(В) f(-1) 3D0
(D) f(-1) = +0
if x<1
8. Which of the following intervals is f(x) = {x – 1 if x21
(2x
continuous?
(A) (0,1]
(B) [0,1]
(C) (1,2)
(D) [-1,2]
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