/2 | cos(r)e sin z dx O a. el O b. e sin 1 C. 1—е 1 O d. cos 1

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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•/2
I sin z dæ
cos(x)e
is:
O a. e-1
O b. e
sin 1
О с. 1— е-1
O d. cos 1
Evaluate:
1
-dx
2(x – 1)2
O a.
2(r-1)
Ob.
1
+C
2(1-1)
O c. - +C
Od.
+C
2z
Let f : R² → R be defined by
f((x, y)) = sin(ry), for every(x, y) E R²
The value of fz ((1,0)) + fy((1,0))+ fzz((1,0)) is:
Transcribed Image Text:•/2 I sin z dæ cos(x)e is: O a. e-1 O b. e sin 1 О с. 1— е-1 O d. cos 1 Evaluate: 1 -dx 2(x – 1)2 O a. 2(r-1) Ob. 1 +C 2(1-1) O c. - +C Od. +C 2z Let f : R² → R be defined by f((x, y)) = sin(ry), for every(x, y) E R² The value of fz ((1,0)) + fy((1,0))+ fzz((1,0)) is:
•/2
I sin z dæ
cos(x)e
is:
O a. e-1
O b. e
sin 1
О с. 1— е-1
O d. cos 1
Evaluate:
1
-dx
2(x – 1)2
O a.
2(r-1)
Ob.
1
+C
2(1-1)
O c. - +C
Od.
+C
2z
Let f : R² → R be defined by
f((x, y)) = sin(ry), for every(x, y) E R²
The value of fz ((1,0)) + fy((1,0))+ fzz((1,0)) is:
Transcribed Image Text:•/2 I sin z dæ cos(x)e is: O a. e-1 O b. e sin 1 О с. 1— е-1 O d. cos 1 Evaluate: 1 -dx 2(x – 1)2 O a. 2(r-1) Ob. 1 +C 2(1-1) O c. - +C Od. +C 2z Let f : R² → R be defined by f((x, y)) = sin(ry), for every(x, y) E R² The value of fz ((1,0)) + fy((1,0))+ fzz((1,0)) is:
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