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If C: r(t), t  ∈ [a,b], a regular curve at R cuved, oriented from the ponit P=r(a), to the point Q=r(b). If z is different to 0, the integral (photo1.0) can be calculated with the integral fundametal theorem using the line? (photo 1.2)

If C: r(t), t  ∈ [a,b], a regular curve at R cuved, oriented from the ponit P=r(a), to the point Q=r(b). If z is different to 0, the integral (photo1.0) can be calculated with the integral fundametal theorem using the line? (photo 1.2)

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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If C: r(t), t  ∈ [a,b], a regular curve at R cuved, oriented from the ponit P=r(a), to the point Q=r(b). If z is different to 0, the integral (photo1.0) can be calculated with the integral fundametal theorem using the line?

(photo 1.2)

F. dr an
Transcribed Image Text:F. dr an
F (x, y, 2) = (-3x?, 4z3 + 끓, 끓) %3D F(2, y, z) = (-3교2, 4y3 + 끓, 꽃) F(x, y, z) = (-3y², 4y³ + , ) F(z, y, z) = (-3㎡2, 4y3 + , 꽃)
Transcribed Image Text:F (x, y, 2) = (-3x?, 4z3 + 끓, 끓) %3D F(2, y, z) = (-3교2, 4y3 + 끓, 꽃) F(x, y, z) = (-3y², 4y³ + , ) F(z, y, z) = (-3㎡2, 4y3 + , 꽃)
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