Please read attachment. - Answer each problem: Determine the acceleration vector from x = 3t3-4, y = 6t2+2t Given (x,y) = (4x+y) + (3y+2) , solve dl from (0,0) to (2,2) Find the vector flux of =...

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Please read attachment. - Answer each problem: Determine the acceleration vector from x = 3t3-4, y = 6t2+2t Given (x,y) = (4x+y) + (3y+2) , solve dl from (0,0) to (2,2) Find the vector flux of = 2 + 3 - through the c


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Answer each problem: Determine the acceleration vector from x = 3t3-4, y = 6t2+2t Given F(x,y) = (4x+y)i + (3y+2)j , solve Fdl from (0,0) to (2,2) Find the vector flux of G = 2i + 3j - k through the cylinder x2 + y2 = 4, 2= z = -2 Curl (xi + 2xj + z2 k) ? (3xi + y2 j + z3k ) Determine the volume integral of Q/r2 over the sphere of radius 5 by solving the surface integral.






Answer each problem: 1) Determine the acceleration vector from x = 3t3-4, y = 6t2+2t 2) Given (x,y) = (4x+y) + (3y+2) , solve dl from (0,0) to (2,2) 3) Find the vector flux of = 2 + 3 - through the cylinder x2 + y2 = 4, 2 z -2 4) Curl (x + 2x + z2 ) 5) (3x + y2 + z3 ) 6) Determine the volume integral of Q/r2 over the sphere of radius 5 by solving the surface integral.
Answered Same DayDec 22, 2021

Answer To: Please read attachment. - Answer each problem: Determine the acceleration vector from x = 3t3-4, y =...

David answered on Dec 22 2021
119 Votes
1) x = 3t3-4 =>



y = 6t2+2t =>

















=>











2) Given ⃗(x,y) = (4x+y) ⃗ + (3y+2) ⃗ , solve ∫ ⃗dl from (0,0) to (2,2)



since( 1 ≠ 0 )
Therefore the force is non-conservative i.e. ∫ ⃗dl is dependent on the path
Suppose if we go along the line segment from (0,0) to (2,2) i.e. through...
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