The curl is not zero?
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Heya friend here is your answer and i hope that it will be helpful to you.....♥♥♥✌✌✌
When the gradient of the scalar field is flat ( constant ) i.e slope is a zero , then the curl of the gradient of this scalar field is zero.When the intergration of a vector over a closed loop enclosing an open , finite area is zero , the curl is zero.
@SharLien♡♡♡
When the gradient of the scalar field is flat ( constant ) i.e slope is a zero , then the curl of the gradient of this scalar field is zero.When the intergration of a vector over a closed loop enclosing an open , finite area is zero , the curl is zero.
@SharLien♡♡♡
Answered by
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Hello Friend..❤️❤️
The answer of u r question is...✌️✌️
The curl is not zero??
Ans:✍️✍️✍️✍️✍️✍️
when the gradient of the scalar field is Flat examples what is zero then the colour of the gradient of the scalar field is zero when the integration of a vector over a closed loop
Thank you..⭐️⭐️⭐️
The answer of u r question is...✌️✌️
The curl is not zero??
Ans:✍️✍️✍️✍️✍️✍️
when the gradient of the scalar field is Flat examples what is zero then the colour of the gradient of the scalar field is zero when the integration of a vector over a closed loop
Thank you..⭐️⭐️⭐️
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