a) A vector field = 3xyz, + x za, + (x'y 2z)a, is given....

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a) A vector field à = 3x²yzā, + x za, + (x'y – 2z)a, is given. For this vector field, i) Find Divergence ii) Check for solenoidality ii) Investigate rotationality b) Fort he path Å = 2a, + ag + ā, in the figure. Find à · dl P. 2 c) i) ii) What is lumped matter discipline? Explain Give the abstracts of Lumped Matter Discipline and explain. a) A vector field à = 3x²yzā, + x za, + (x'y – 2z)a, is given. For this vector field, i) Find Divergence ii) Check for solenoidality ii) Investigate rotationality b) Fort he path Å = 2a, + ag + ā, in the figure. Find à · dl P. 2 c) i) ii) What is lumped matter discipline? Explain Give the abstracts of Lumped Matter Discipline and explain.