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13 Nov 2019
Let F(z, y)-(zy,z) and G(z, y) = (ez,y) and let P = (-1,1) and Q = (2,4). . Define the curve Ci as the path along y x2 from P to Q with parameterization n(t) = (t,t ·Define C2 as the straight line path from P to Q. The equation of that line is y = x + 2 (check my algebra!). Then we can parameterize C2 as r2(t) (t,t+2) (using the easy parameterization where r = t). 1. Explain why the appropriate range of t values is -1 t 2 for both C1 and C2. (Hint: What are ri(-1), r (2), r2(-1), and r2(2)?) 2. Evaluate Ja, F.Tds 3. Evaluate Jo, F. Tds. Evaluate oG Tds 5. Evaluate cG Tds.
Let F(z, y)-(zy,z) and G(z, y) = (ez,y) and let P = (-1,1) and Q = (2,4). . Define the curve Ci as the path along y x2 from P to Q with parameterization n(t) = (t,t ·Define C2 as the straight line path from P to Q. The equation of that line is y = x + 2 (check my algebra!). Then we can parameterize C2 as r2(t) (t,t+2) (using the easy parameterization where r = t). 1. Explain why the appropriate range of t values is -1 t 2 for both C1 and C2. (Hint: What are ri(-1), r (2), r2(-1), and r2(2)?) 2. Evaluate Ja, F.Tds 3. Evaluate Jo, F. Tds. Evaluate oG Tds 5. Evaluate cG Tds.
Trinidad TremblayLv2
3 Jan 2019