code : q5 a evaluate using stoke 's theorem j (2x — y)dx —yz2dy —y2zdz where c is the...

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Page 1: Code : Q5 a Evaluate using Stoke 's theorem J (2x — y)dx —yz2dy —y2zdz where C is the circle x + y corresponding to the sphere x + y + :

Page 2: Code : Q5 a Evaluate using Stoke 's theorem J (2x — y)dx —yz2dy —y2zdz where C is the circle x + y corresponding to the sphere x + y + :

Page 3: Code : Q5 a Evaluate using Stoke 's theorem J (2x — y)dx —yz2dy —y2zdz where C is the circle x + y corresponding to the sphere x + y + :

Page 4: Code : Q5 a Evaluate using Stoke 's theorem J (2x — y)dx —yz2dy —y2zdz where C is the circle x + y corresponding to the sphere x + y + :

Page 5: Code : Q5 a Evaluate using Stoke 's theorem J (2x — y)dx —yz2dy —y2zdz where C is the circle x + y corresponding to the sphere x + y + :

Page 6: Code : Q5 a Evaluate using Stoke 's theorem J (2x — y)dx —yz2dy —y2zdz where C is the circle x + y corresponding to the sphere x + y + :

Page 7: Code : Q5 a Evaluate using Stoke 's theorem J (2x — y)dx —yz2dy —y2zdz where C is the circle x + y corresponding to the sphere x + y + :

Page 8: Code : Q5 a Evaluate using Stoke 's theorem J (2x — y)dx —yz2dy —y2zdz where C is the circle x + y corresponding to the sphere x + y + :

Page 9: Code : Q5 a Evaluate using Stoke 's theorem J (2x — y)dx —yz2dy —y2zdz where C is the circle x + y corresponding to the sphere x + y + :

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