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Underline the significance of carrier concentration of Base in the operation of a BJT.

Show that the voltage gain of Emitter Follower is less than unity.


series RLC circuit has a resistance of 6.0 ohm, a capacitance of
5882 microfarads, and an inductance of 100 millihenries. What is the x location in rad/sec of the pole s1 ? (Type in a one-decimal number, make sure to use the - sign for a negative integer)
Hint: Make sure your units of measure are consistent first, then use the formulae to calculate the natural and damped natural frequencies, as well as the damping ratio.

A colleague asks you to help characterize the functional properties of a new biostimulator, which releases bioactive molecules in proportion to the amount of light incident on the device. Upon release the molecule transitions from state A to B at a rate r1 = 10%/sec and from B to C at a rate r2 = 5%/sec. In state C, the molecule can activate receptors in target cells. The molecule also reverts spontaneously back from state C to A at a rate r3 = 1%/sec. Letting A, B, and C denote the amount of molecule in its various transitional states within the extracellular millieu, specify the impulse response function of the biostimulator (assume an LTI system that is in steady state to start).



Drive a formula of instantaneous power for single-phase AC power system in the following different loads. i. Pure resistive load ii. Pure inductive load iii. Pure capacitive load iv. RLC load


Three point charges +Q1, -Q2, and +Q3 are equally spaced along a line. If the magnitude of Q1, and Q2 are equal, what must be the magnitude of Q3 in order that the net force on Q1 be zero.

 Consider a coaxial cable formed by two concentric cylindrical conductors with the radius of the inner conductor being “a” and the outer conductor being “b”. Let L be the length of the cable. Assume the surface charge distribution on the inner conductor be defined by ρs. Determine the flux density D at a point ρ located radially between a and b, i.e. a < ρ < b. 


Plane x + 2y = 5 carries charge ρs = 6 nC/m^2. Determine E at ( -1, 0, 1)
. Consider a coaxial cable formed by two concentric cylindrical conductors with the radius of the inner
conductor being “a” and the outer conductor being “b”. Let L be the length of the cable. Assume the surface
charge distribution on the inner conductor be defined by ρs. Determine the flux density D at a point ρ located
radially between a and b, i.e. a < ρ < b.

The transfer function ω(s) and incremental change in beam length Δ L(s) is given as ω(s) /ΔL(s) =5(s+2)/(s+5)(s+1)^2. The change in the beam length is ΔL(s)=1/2.Determine the velocity response ω(t)


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