Considere o campo F(1, y) = (–2y+2z², –4z – 2y²) definido em todo o plano R?. Seja C C R² uma curva simples fechada (orientada no sentido anti-horario) delimitando uma região RC R? cuja area é . Determine fe F - dř. Escolha uma opção: 글 а. b. -2 c. d. e.
Considere o campo F(1, y) = (–2y+2z², –4z – 2y²) definido em todo o plano R?. Seja C C R² uma curva simples fechada (orientada no sentido anti-horario) delimitando uma região RC R? cuja area é . Determine fe F - dř. Escolha uma opção: 글 а. b. -2 c. d. e.
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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Consider the field F(x, y) = (-2y + 2x^3, −4x − 2y^2) defined in the entire plane R^2. Let cCR^2 be a simple closed curve (counterclockwise oriented) delimiting a region RCR^2 whose area is 1/4. Determine ∫cF dr
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