Use the graph of y=f(z) for problems 7 and 8. Use the plot above to determine lim f(x) and lim f(x). 44144 1-2 Olim f(x) = 1; lim f(x) = 1; #114+ lim f(x) = 8; #114+ 2+4+ (I) = 8; lim f(x) = 1; 24-4+ lim_ f(x) = 1; lim_ f(x) = 1; AI14 O_lim_ f(x) = 8; lim f(x) = -7 1-2- O lim f(x) = 8; 1114 Olim_f(x) = 1; O lim f(x) = 8; lim f(x) = 1 H-2- lim f(x) = -7 1-2- Use the plot above to determine lim_ f(x) and the "overall limit" for lim f(r). 4 21-1 lim f(x) = 1 1-2 lim f(x) = 4 #-2 lim¸ ƒ(x) = −9 lim f(x) = 4 lim f(x) = 4 lim f(x) = -9 4111 lim f(r) Does Not Exist -1 lim f(r) Does Not Exist -1
Use the graph of y=f(z) for problems 7 and 8. Use the plot above to determine lim f(x) and lim f(x). 44144 1-2 Olim f(x) = 1; lim f(x) = 1; #114+ lim f(x) = 8; #114+ 2+4+ (I) = 8; lim f(x) = 1; 24-4+ lim_ f(x) = 1; lim_ f(x) = 1; AI14 O_lim_ f(x) = 8; lim f(x) = -7 1-2- O lim f(x) = 8; 1114 Olim_f(x) = 1; O lim f(x) = 8; lim f(x) = 1 H-2- lim f(x) = -7 1-2- Use the plot above to determine lim_ f(x) and the "overall limit" for lim f(r). 4 21-1 lim f(x) = 1 1-2 lim f(x) = 4 #-2 lim¸ ƒ(x) = −9 lim f(x) = 4 lim f(x) = 4 lim f(x) = -9 4111 lim f(r) Does Not Exist -1 lim f(r) Does Not Exist -1
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 92E
Related questions
Question
Q8 needed using graph of Q7
Needed to be solved This Multiple choice question 8 correctly
Please let me know the right solution please
Transcribed Image Text:8.
7.
Use the graph of y = f(x) for problems 7 and 8.
Use the plot above to determine
lim f(x) = 1;
41144
lim f(x) = 1;
4114+
lim f(x) = 8;
41144
lim f(x) = 8;
lim f(x) = 1;
4114+
O lim f(x) = 1;
1114
lim_f(x) = 1;
1114
lim_ f(x) = 8;
O lim f(x) = 8;
2114
O lim f(x) = 1;
1114
lim
O lim f(x) = 8;
2114
1-2
9
lim f(x) = 1
H-2-
lim f(x) and lim f(x).
-4+
#12
f(x) = -7
-101
lim f(x) = -7
H-2
lim f(x) = 1
H-2
Use the plot above to determine lim_ f(x) and the "overall limit" for lim f(x).
1148
21-1
lim f(x) = 4
#12
y
lim f(x) = -9
lim f(x) = 4
lim f(x) = 4
lim f(x) = -9
III
lim f(x) Does Not Exist
1111
lim f(x) Does Not Exist
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