integrate sqrt(x ^ 3 + 2x ^ 2 + x) dx
Insulator capacitance of MOSFET 10 micro F . width of depletion layer 0.2 cm and permitivity is 33 . calculate total capacitance
The saturation current will be the twice of the diode current. and contact potential of the diode is 33 Volt. calculate the temperature.
Q and A.
Between superposition, nortons and thevenin's theorem, between the 3 theorem, which do you think is most beneficial and which theorem is super hard to apply or to the point that it's not applicable anymore? Give an example and state why?
) State and prove Wiedemann–Franz law (or) Derive expressions for electrical and thermal conductivities on the basis of classical free electron theory and deduce the value of Lorentz number
) State and prove Wiedemann–Franz law (or) Derive expressions for electrical and thermal conductivities on the basis of classical free electron theory and deduce the value of Lorentz number
A ring of mean diameter 30 cm is wound with 200 turns of copper wire carrying a current of 2
A. The x-section of the magnetic material of the ring is 12 cm2 and its relative permeability is
1,000. Determine theflux through it.
3.18 The electric flux density is given as D=6ya, +2xa,+ 14xya mC/m². Determine the electric flux passing through (a) a rectangular window defined by (2, 0, 0), (0, 2, 0), (0, 2, 2), and (2, 0, 2), (b) a circle of 10-cm radius in the xy plane at z = 0, and (c) a triangular region bounded by (0.0, 0), (2, 0, 0), and (0, 2, 0).
A certain circuit has equivalent impedance Z = 3+j4 Ω, and an applied voltage
v = 50 cos( 1000t +30°) V The apparent power S is
select one:
a. 180.6L 53.13°VA
b. 302.5L53.13°VA
C. 360L 53.13°VA
d. 202.52L53.13°VA
e. 250L53.13°VA
For high -pass active filter with corner frequency 8 kHz, then R and C are:
Select one :
a. 2.5kΩ ,7.9557nF
b. 2 kΩ ,7.9557nF
c. 5kΩ ,7.9557nF
d. 10kΩ ,7.9557nF
e. 1kΩ ,7.9557nF