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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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TRANSCRIBE THE FOLLOWING TEXT IN DIGITAL FORMAT

This is the solution but I don't quite understand what it says in the writing, I need this to be made easier for me by writing it in digital format

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Sol" : We have to evaluate the given clouble integral
7/4
[
Sec³n dr dy
L
tanty
To evaluate the double integral first of all we have
to be change the order of integration
for which we
%= tanty
7/1/2
have to draw the bounded region
y
1
₂x = 2/₁,
지식
- 7/4
are
n=0
x=^/4
1
=> y = tank
Now take strip parallel to
y-axis
so limit of y
y = tank
y = o
limit of I are
n
0
14
1=
주
y = 0, y = 1
У=0,
x=
7/1/2
tanty
0
x
LE
dan x
AL=71/A
6
x
7
N
11
27/4
stand
7 [the fore
x=0
y=
()
1
It
y=0 x = tanly
7/4
{"S
X=0
y = 0
NA
√2
ft
1
7/4
ts
5
ť dt
-1
√2
de Ex dx dy
fe cx dy de
tank See³x du
1
TC
tanly
tank
1/4
feix dy dx
1/4
[th sucre [3]tan de
Seex [9]"
5
di
x=0
5/2
2
Peix dndy
Let & = Seck
dt Seek-tank dx
limits are t = 1
t = √√2
5
1
-
5/2_1
5
2
Transcribed Image Text:Sol" : We have to evaluate the given clouble integral 7/4 [ Sec³n dr dy L tanty To evaluate the double integral first of all we have to be change the order of integration for which we %= tanty 7/1/2 have to draw the bounded region y 1 ₂x = 2/₁, 지식 - 7/4 are n=0 x=^/4 1 => y = tank Now take strip parallel to y-axis so limit of y y = tank y = o limit of I are n 0 14 1= 주 y = 0, y = 1 У=0, x= 7/1/2 tanty 0 x LE dan x AL=71/A 6 x 7 N 11 27/4 stand 7 [the fore x=0 y= () 1 It y=0 x = tanly 7/4 {"S X=0 y = 0 NA √2 ft 1 7/4 ts 5 ť dt -1 √2 de Ex dx dy fe cx dy de tank See³x du 1 TC tanly tank 1/4 feix dy dx 1/4 [th sucre [3]tan de Seex [9]" 5 di x=0 5/2 2 Peix dndy Let & = Seck dt Seek-tank dx limits are t = 1 t = √√2 5 1 - 5/2_1 5 2
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