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8. Choose, refer and use one of the theorems of Vector Calculus to evaluate the line integral F- ds where F = (6r2 + 3y2 - 2y?, -r? + 9ry?23 – 3y?, 9ry z2 – y? + 3) and C is the boundary of the surface with parametrization F(s, t) = (s, t, 4 – 3t) where 0 < s<1 and 0

8. Choose, refer and use one of the theorems of Vector Calculus to evaluate the line integral F- ds where F = (6r2 + 3y2 - 2y?, -r? + 9ry?23 – 3y?, 9ry z2 – y? + 3) and C is the boundary of the surface with parametrization F(s, t) = (s, t, 4 – 3t) where 0 < s<1 and 0

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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8. Choose, refer and use one of the theorems of Vector Calculus to evaluate the line integral F. ds where F = (6x² + 3y³ z3 – 2y², -a² + 9ry²z³ – 3y², 9xy*2? – y? + 3) and C is the boundary of the surface with parametrization 7(s, t) = (s, t, 4 – 3t) where 0 < s< 1 and 0 <t < 2. write the name of the theorem THEOREM: INTEGRAL SETUP: ANSWER:
Transcribed Image Text:8. Choose, refer and use one of the theorems of Vector Calculus to evaluate the line integral F. ds where F = (6x² + 3y³ z3 – 2y², -a² + 9ry²z³ – 3y², 9xy*2? – y? + 3) and C is the boundary of the surface with parametrization 7(s, t) = (s, t, 4 – 3t) where 0 < s< 1 and 0 <t < 2. write the name of the theorem THEOREM: INTEGRAL SETUP: ANSWER:
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