If curl of a vector function is zero then this vector function can describe the electric field. Using this idea, check which is an impossible electrostatic field. a) E = K[(xy)î + (2yz)j +(3xz)k] b) E = K[(y²)î + (2xy +z²)j + (2yz)k] Here, K is a constant with appropriate units.
If curl of a vector function is zero then this vector function can describe the electric field. Using this idea, check which is an impossible electrostatic field. a) E = K[(xy)î + (2yz)j +(3xz)k] b) E = K[(y²)î + (2xy +z²)j + (2yz)k] Here, K is a constant with appropriate units.
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![If curl of a vector function is zero then this vector function can describe the
electric field. Using this idea, check which is an impossible electrostatic field.
a) E = K[(xy)î + (2yz)j +(3xz)k]
b) E = K[(y²)î + (2xy +z²)j + (2yz)k]
Here, K is a constant with
appropriate units.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F849d30cd-96b5-430d-9e8a-285163e1ba99%2F94a1be7d-831c-4046-8266-9e6eaf6fcba2%2Fou2ospc.png&w=3840&q=75)
Transcribed Image Text:If curl of a vector function is zero then this vector function can describe the
electric field. Using this idea, check which is an impossible electrostatic field.
a) E = K[(xy)î + (2yz)j +(3xz)k]
b) E = K[(y²)î + (2xy +z²)j + (2yz)k]
Here, K is a constant with
appropriate units.
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