Let g(x) = ² + 12 Ax² + B (x²+12) C A = B = C= = D = E = F = g"(x) = x(x² + E), where (+²+F)G where Find the interval(s) on which the graph of the function is concave upward and those on which it is concave downward. Enter the values for the The graph of the function is concave upward on the interval(s): 0 (-00,00) O (-∞o, a) O (-00, a] O (a,00) O [a, 00) O (-00, a) u (b,00) O (-∞o, a] U [b, 00) O (-00, a) U (b, c) O (a, b) U (c, 00) O (a, b) O [a, b] O None of the above. The graph of the function is concave downward on the interval(s): 0 (-00,00) 0 (-00, d) 0 (-00, d] 0 (d, oo) O [d, 00) O (-∞0, d) U (f, 00) O (-00, d] U [f, 00) 0 (-00, d) U (f, h) O (d, A) U (h, ∞0) O (d, f) O [d, f] O None of the above.
Let g(x) = ² + 12 Ax² + B (x²+12) C A = B = C= = D = E = F = g"(x) = x(x² + E), where (+²+F)G where Find the interval(s) on which the graph of the function is concave upward and those on which it is concave downward. Enter the values for the The graph of the function is concave upward on the interval(s): 0 (-00,00) O (-∞o, a) O (-00, a] O (a,00) O [a, 00) O (-00, a) u (b,00) O (-∞o, a] U [b, 00) O (-00, a) U (b, c) O (a, b) U (c, 00) O (a, b) O [a, b] O None of the above. The graph of the function is concave downward on the interval(s): 0 (-00,00) 0 (-00, d) 0 (-00, d] 0 (d, oo) O [d, 00) O (-∞0, d) U (f, 00) O (-00, d] U [f, 00) 0 (-00, d) U (f, h) O (d, A) U (h, ∞0) O (d, f) O [d, f] O None of the above.
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.5: Graphs Of Functions
Problem 58E
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please help answer the question in the photo below
![Let g(x) = ² + 12
Ax² + B
(+²+12) C
A =
B =
C =
D =
E =
F =
=
g"(x) = x(x² + E), where
(+²+F)G
Find the interval(s) on which the graph of the function is concave upward and those on which it is concave downward. Enter the values for the endpoint(s) in the appropriate blanks and DNE in any empty blanks.
where
The graph of the function is concave upward on the interval(s):
0 (-00,00)
O (-∞o, a)
O (-00, a]
O (a,00)
O [a, 00)
O (-00, a) U (b,00)
O (-∞o, a] U [b, 00)
O (-00, a) U (b, c)
O (a, b) U (c, 00)
O (a, b)
O [a, b]
O None of the above.
The graph of the function is concave downward on the interval(s):
0 (-00,00)
0 (-00, d)
0 (-00, d]
d=
f=
h =
0 (d, 00)
O [d, 00)
O (-∞0, d) U (f, 00)
O (-00, d] U [f, 00)
0 (-00, d) U (f, h)
O (d. A) U (h, ∞0)
O (d, f)
O [d, f]
O None of the above.
symbolic formatting help](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F68cfc78d-9a17-4a18-9125-7ed4df6070d3%2F48dfe01d-da74-4075-aaf9-61d3a7428ee1%2F8yc6cvk_processed.png&w=3840&q=75)
Transcribed Image Text:Let g(x) = ² + 12
Ax² + B
(+²+12) C
A =
B =
C =
D =
E =
F =
=
g"(x) = x(x² + E), where
(+²+F)G
Find the interval(s) on which the graph of the function is concave upward and those on which it is concave downward. Enter the values for the endpoint(s) in the appropriate blanks and DNE in any empty blanks.
where
The graph of the function is concave upward on the interval(s):
0 (-00,00)
O (-∞o, a)
O (-00, a]
O (a,00)
O [a, 00)
O (-00, a) U (b,00)
O (-∞o, a] U [b, 00)
O (-00, a) U (b, c)
O (a, b) U (c, 00)
O (a, b)
O [a, b]
O None of the above.
The graph of the function is concave downward on the interval(s):
0 (-00,00)
0 (-00, d)
0 (-00, d]
d=
f=
h =
0 (d, 00)
O [d, 00)
O (-∞0, d) U (f, 00)
O (-00, d] U [f, 00)
0 (-00, d) U (f, h)
O (d. A) U (h, ∞0)
O (d, f)
O [d, f]
O None of the above.
symbolic formatting help
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