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Let it be D Level R² an area on the edge of which ôD is parameterization Check that the curve C is closed and defines a level range D area. r(t) = Help: Select such a vector field F(x, y) = F₁(x, y)i + F₂(x, y)jthat and apply Green's theorem. Area (D) x(t) y(t) = = OF 2 Əx 1t 1+t³ 1t² 1+13 OF ,0 ≤ t <∞0. = 1

Let it be D Level R² an area on the edge of which ôD is parameterization Check that the curve C is closed and defines a level range D area. r(t) = Help: Select such a vector field F(x, y) = F₁(x, y)i + F₂(x, y)jthat and apply Green's theorem. Area (D) x(t) y(t) = = OF 2 Əx 1t 1+t³ 1t² 1+13 OF ,0 ≤ t <∞0. = 1

Advanced Engineering Mathematics
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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Let it be D Level R2 an area on the edge of which ôD is parameterization Check that the curve C is closed and defines a level range D area. r(t) = Help: Select such a vector field F(x, y) = F₁(x,y)i + F₂(x, y)jthat and apply Green's theorem. Area(D) = x(t) y(t) = aF2 Əx 1t 1+t³ 1t² 1+t³ aF1 by ,0 < t <∞0. = 1
Transcribed Image Text:Let it be D Level R2 an area on the edge of which ôD is parameterization Check that the curve C is closed and defines a level range D area. r(t) = Help: Select such a vector field F(x, y) = F₁(x,y)i + F₂(x, y)jthat and apply Green's theorem. Area(D) = x(t) y(t) = aF2 Əx 1t 1+t³ 1t² 1+t³ aF1 by ,0 < t <∞0. = 1
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