1. a) Given a scalar field V = 2xy - yz + xz ; find the vector representing the direction and the magnitude of the maximum rate of increase of V at point P (2, - 1,0). b) Derive the wave equation of Magnetic field using differential form of Maxwell's 4th Equation (where the displacement current takes place). c) ) Explain the physical meaning of E=- V with proper figures.
1. a) Given a scalar field V = 2xy - yz + xz ; find the vector representing the direction and the magnitude of the maximum rate of increase of V at point P (2, - 1,0). b) Derive the wave equation of Magnetic field using differential form of Maxwell's 4th Equation (where the displacement current takes place). c) ) Explain the physical meaning of E=- V with proper figures.
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![1. a) Given a scalar field V = 2xy - yz + xz ; find the vector representing the direction and the
magnitude of the maximum rate of increase of V at point P (2, - 1,0).
b) Derive the wave equation of Magnetic field using differential form of Maxwell's 4th Equation
(where the displacement current takes place).
S.
c) ) Explain the physical meaning of E=-V V with proper figures.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fc1cc2257-7cac-42d5-88f2-017469421d13%2F050797a6-5112-4416-89c2-e72037a90faf%2F2xf2b3h_processed.png&w=3840&q=75)
Transcribed Image Text:1. a) Given a scalar field V = 2xy - yz + xz ; find the vector representing the direction and the
magnitude of the maximum rate of increase of V at point P (2, - 1,0).
b) Derive the wave equation of Magnetic field using differential form of Maxwell's 4th Equation
(where the displacement current takes place).
S.
c) ) Explain the physical meaning of E=-V V with proper figures.
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