Define a uniform electric field (E), and derive its work done in a moving charge (q) through a
distance (d)?
Consider two ohmic resistors denoted R1 and R2 which are connected in series with a
cell. Find the resistance and power of R2, given that the current flowing
through R1 and R2 is 0.25 A and that the voltage across the cell is 6 V. R1 = 1Ω.
A twenty-five volt battery, an ammeter, and a 5 ohm resistor are connected in series. Assume the resistor obeys Ohm’s law. There could be other circuit elements in the circuit. If the ammeter reads 1.9 A, are there other elements in the circuit? If so, what are they? Explain your reasoning using Kirchoff’s Laws and draw the circuit in the space below.
Question
The output characteristics of a transistor in common-emitter configuration can be regarded as straight lines connecting the following points
IB = 20 µA 50 µA 80 µA
VCE(V) 1.0 8.0 1.0 8.0 1.0 8.0
IC (mA) 1.2 1.4 3.4 4.2 6.1 8.1
Plot the characteristics and superimpose the load line for a 1 kΩ load, given that the supply voltage is 9V and the d.c. base bias is 50 μA. The signal input resistance is 800 Ω. When a peak input current of 30 μA varies sinusoidally about a mean bias of 50 μA, determine
(a) The quiescent collector current
(b) The current gain
(c) The voltage gain
(d) The power gain