1. (a) A parallel plate capacitor consists of two metal sheets of copper foil, each of area 0.5 m², separated by a 5.0 mm thick sheet of plastic having a relative permittivity of 2.26. What is the capacitance? (b) Calculate the capacitance per meter of length of air filled coaxial line with an inner conductor of 3 mm diameter and an outer conductor of inside diameter of 6 mm. [2 Marks] 2. (a) Define Biot-Savart's law with the equation. (b) Define Lenz's Law. [2 Marks] 3. Find the current density for the given magnetic field intensity H = yz âx + 4xy ây + y â (A/m) at a point P (1, -2, 3). [2 Marks] 4. The potential difference is of the form V = 10y² + 20x³. (a) Find pv at P(10,12) (b) For given potential V = xy² - yz. Check whether it satisfies laplace's equation at the point P(1, -2, 3) [2 Marks]

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1. (a) A parallel plate capacitor consists of two metal sheets of copper foil, each of area 0.5 m2,
separated by a 5.0 mm thick sheet of plastic having a relative permittivity of 2.26. What is the
capacitance?
(b) Calculate the capacitance per meter of length of air filled coaxial line with an inner
conductor of 3 mm diameter and an outer conductor of inside diameter of 6 mm.
[2 Marks]
2. (a) Define Biot-Savart's law with the equation.
(b) Define Lenz's Law.
[2 Marks]
3. Find the current density for the given magnetic field intensity H = yz âx + 4xy ây + y âz (A/m)
at a point P (1, -2, 3).
[2 Marks]
4. The potential difference is of the form V = 10y2 + 20x3.
(a) Find pv at P(10,12)
(b) For given potential V = xy2 - yz. Check whether it satisfies laplace's equation at the point
P(1, -2, 3)
[2 Marks]
Transcribed Image Text:1. (a) A parallel plate capacitor consists of two metal sheets of copper foil, each of area 0.5 m2, separated by a 5.0 mm thick sheet of plastic having a relative permittivity of 2.26. What is the capacitance? (b) Calculate the capacitance per meter of length of air filled coaxial line with an inner conductor of 3 mm diameter and an outer conductor of inside diameter of 6 mm. [2 Marks] 2. (a) Define Biot-Savart's law with the equation. (b) Define Lenz's Law. [2 Marks] 3. Find the current density for the given magnetic field intensity H = yz âx + 4xy ây + y âz (A/m) at a point P (1, -2, 3). [2 Marks] 4. The potential difference is of the form V = 10y2 + 20x3. (a) Find pv at P(10,12) (b) For given potential V = xy2 - yz. Check whether it satisfies laplace's equation at the point P(1, -2, 3) [2 Marks]
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