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Sketch sin(377t + 60°) with the abscissa
a. angle in degrees.
b. angle in radians.
c. time in seconds.
Determine the output of the system described by the following difference equations with input and initial conditions as specified: y[n]+6y[n-1]-16y[n-2]=3x[n] x[n]=((-1)^n)*u[n] y[-1]=2 y[-2]=-1
Explain an engineering solution for the BP Oil Spill in the Gulf of Mexico. Discuss the impact of the above engineering solution in an environmental context. Do not discuss the environmental impact of the BP Oil Spill.
A microbiologist measures the speed of a swimming bacterium. The bacterium covers a distance of 2.16 microns in 5.0 seconds. The biologist wished to compare the speed of the bacteria with other animals, but the speeds of other animals are listed i..
A Gaussian random process having a mean value of 2 and a variance of 4 is passed through an ideal half-wave rectifier. a) Let Xp (t) represent the random process at the output of the half-wave rectifier
Write the current form of KCL for the node enclosed by the Kirchhoff surface S1 in the Figure. do the same thing for the surface S2. write down all three forms of KCL for each
A total of 33 MHz are allocated to a system which uses 2x25 kHz for full duplex (i.e., each channel is 50 kHz). What is the number of channels per cell?
Write down the standard Lorentz boost for all four components of u. Use these to deduce the relativistic velocity-addition formula for v.
Often when developing a new wireless digital communication protocol it is useful to develop a simulator to evaluate the various methods available for communication of the data.
Show that the law of conservation of classical momentum is invariant under the Galiliean transformation if and only if total mass is conserved
X1 and X2 are two independent Gaussian random variables each with mean zero and unit variance.
Provide the state diagram b) Generate the truth table showing the previous state and input combinations, and next state and outputs. c) Encode the states and give the next state equations for the Q's and output as: - One hot encoding
Show that the power in a three-phase, three-wire system with balanced loads is constant at every instant. Deduce an expression for the power in terms of the line voltage, line current, and the power-factor.
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