Change the order of integration, then evaluate the new integral. 4 16 [ º x cos(y²) dy dz = C = d= h₁(y) h₂(y) = To = Evaluating this new integral: d phy(y) x cos (y²) dx dy h₂(y) [² photo) a cos (y²) cos (y²) dx dy where: h1(3) h₁(y) If you do not choose to write your answer as an expression, make sure your calculator is in radian mode.
Change the order of integration, then evaluate the new integral. 4 16 [ º x cos(y²) dy dz = C = d= h₁(y) h₂(y) = To = Evaluating this new integral: d phy(y) x cos (y²) dx dy h₂(y) [² photo) a cos (y²) cos (y²) dx dy where: h1(3) h₁(y) If you do not choose to write your answer as an expression, make sure your calculator is in radian mode.
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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Transcribed Image Text:Change the order of integration, then evaluate the new integral.
4 16
[C-
C =
d
=
h₁(y)
h₂(y)
=
d
T²
=
h₂(y)
x cos (y²) dy dx = Sª hala) z cos (y²) dz dy where:
h₁(y)
Evaluating this new integral:
phg(3)
x cos (y²) dx dy
=
h₁(y)
If you do not choose to write your answer as an expression, make sure your calculator is in radian mode.
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