Write the double integral 8 V8x | f(x.y)dydx 1 1 8 8x in the order of integration dxdy Y2 X2 Y4 X4 | | (xy)dxdy + ] ]J (x,y)dxdy Y1 X1 Y3 X3 such that Y1< Y2

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Write the double integral
8 V8x
|| f(x,y)dydx
1
1
8
8x
in the order of integration dxdy
Y2 X2
Y4 X4
| (x.y)dxdy + f(x.y)dxdy
Y1 X1
Y3 X3
such that Y1<Y2<Y3<Y4.
Y2=
X2=
Y1=|0
1
X1=
8y
Y4=
y2
X4=
Y3=O
1
X3=
8y
Transcribed Image Text:Write the double integral 8 V8x || f(x,y)dydx 1 1 8 8x in the order of integration dxdy Y2 X2 Y4 X4 | (x.y)dxdy + f(x.y)dxdy Y1 X1 Y3 X3 such that Y1<Y2<Y3<Y4. Y2= X2= Y1=|0 1 X1= 8y Y4= y2 X4= Y3=O 1 X3= 8y
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