[10] (4) EVALUATE: 2 e 1 A = - = √°S ² √ y ³² + 1 Inx X dydr HINT: Perform a reversal of integration
[10] (4) EVALUATE: 2 e 1 A = - = √°S ² √ y ³² + 1 Inx X dydr HINT: Perform a reversal of integration
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
Related questions
Question
For the first image attached please do the calculations similar to the second image attached please I would really appreciate it
the answer should be (2sqrt2-1)/3
please write clear and neatly
this is not a graded question
![[10] (4) EVALUATE:
y
R = {(x, y) (0 5²5 $ $ $2}
H
a
y
R =
+4
A = f*f* cosz drdy
.. A =
=
[/
сых бу не
11
2: x= √7, 0≤ y ≤4
y = x², 0≤x≤2
2
{(0)| 055 $80}
y x²
2
= 6²[+= 15²/4
0
2
= √√² x ² α
Egl T. Batchelor MATH 03 E II BETA PRACTICE II KEY
хасах ба
A = √² x ³² cnx &
2
HINT: Perform a reversal of integration
and use integration by parts tabular.
A = [x² sin x + 2x cnx
= cox
2
U = x
Ha ===
u²= 2x_fv² = sin I
u" = 2₁+√√v² = - Cont
u""=0=[[v² = -Ain p
Continued
PRACTICE II
2 sin 2 + 4 cos 2
2 sin t
4 sin 2 + 4 cos 2 - 2 sin. 2
PAGE 10 of (14)
Learn integration
by Parts -Tabular
0
O](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe71675ac-ea65-453d-898a-3045432db6b0%2F90585a85-54e7-41ad-bf99-fbc55ca4ec9e%2Fepytrt_processed.png&w=3840&q=75)
Transcribed Image Text:[10] (4) EVALUATE:
y
R = {(x, y) (0 5²5 $ $ $2}
H
a
y
R =
+4
A = f*f* cosz drdy
.. A =
=
[/
сых бу не
11
2: x= √7, 0≤ y ≤4
y = x², 0≤x≤2
2
{(0)| 055 $80}
y x²
2
= 6²[+= 15²/4
0
2
= √√² x ² α
Egl T. Batchelor MATH 03 E II BETA PRACTICE II KEY
хасах ба
A = √² x ³² cnx &
2
HINT: Perform a reversal of integration
and use integration by parts tabular.
A = [x² sin x + 2x cnx
= cox
2
U = x
Ha ===
u²= 2x_fv² = sin I
u" = 2₁+√√v² = - Cont
u""=0=[[v² = -Ain p
Continued
PRACTICE II
2 sin 2 + 4 cos 2
2 sin t
4 sin 2 + 4 cos 2 - 2 sin. 2
PAGE 10 of (14)
Learn integration
by Parts -Tabular
0
O
![[10] (4)
EVALUATE:
∙e
A = - So
Lo
=
Inx
y² + 1
X
- dydx
HINT: Perform a reversal
of integration](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe71675ac-ea65-453d-898a-3045432db6b0%2F90585a85-54e7-41ad-bf99-fbc55ca4ec9e%2F2ordjie_processed.jpeg&w=3840&q=75)
Transcribed Image Text:[10] (4)
EVALUATE:
∙e
A = - So
Lo
=
Inx
y² + 1
X
- dydx
HINT: Perform a reversal
of integration
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