Consider the following multivariate function: CT = (v/C(G-1)/G + (1 - VG)¹/4G G(HG-1)/ra Which of the following represents the first-order partial OCT derivative when evaluated at (C, G) = (Co, Go) OG A. PG (16-1) (V/HGC(HG-1)/G + (1 − vg)¹/µg G(µc-1)/µc B. #e (PG-1) C. PG D. 1/PG (HG) VG OD *C{"c−¹)/µ¤ + (1 − vg)¹/HG G(HG-1)/HG PG 1/PG VING CONG (PG-1)/HG (PG-1)/PG + (1 - VG)¹/HG GG 1/PG PG (0-1) (v/clua-1¹)/na + (1 - VG)¹/μG G(G-1)/μG E. None of the choices is correct.
Consider the following multivariate function: CT = (v/C(G-1)/G + (1 - VG)¹/4G G(HG-1)/ra Which of the following represents the first-order partial OCT derivative when evaluated at (C, G) = (Co, Go) OG A. PG (16-1) (V/HGC(HG-1)/G + (1 − vg)¹/µg G(µc-1)/µc B. #e (PG-1) C. PG D. 1/PG (HG) VG OD *C{"c−¹)/µ¤ + (1 − vg)¹/HG G(HG-1)/HG PG 1/PG VING CONG (PG-1)/HG (PG-1)/PG + (1 - VG)¹/HG GG 1/PG PG (0-1) (v/clua-1¹)/na + (1 - VG)¹/μG G(G-1)/μG E. None of the choices is correct.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Answer the following
Transcribed Image Text:Consider the following multivariate function:
1/PG
CT = (v¹ CH-1)/Pc + (1 - VG)¹/HG G(re-1)/ra
Which of the following represents the first-order partial
OCT
derivative when evaluated at (C, G) = (Co, Go)
8G
A.
PG
(PG-1)
B.
#e
(UG-1)
C.
PG
(G-1)
D.
OD
(V²/HGCFG-
OE
OB
1/PG
VG
1/PG
(PG-1)/PG
VG
(PG-1)/PG
CPC-
CONG
(HG-1)/HG
(MG-
-
+ (1 − vg)¹/µg Ġ(rc−1)/µg
HG
(PG-1)
E. None of the choices is correct.
Y(PG-1)/HG
+ (1 − vg)¹/µc Ġ(µ6−
(PG-1)/PG
+ (1 - VG)¹/HG GG
(1²μ ra-1)/μG
1/PGCG-1)/G + (1 - VG)¹/Fc G(HG-1)/G
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