By looking at the RLC circuit, determine which filter it is and
explain. Also write down transfer function for each RLC circuit.
(use
to express the function and find relation between
and
)
By looking at the RLC circuit, determine which filter it is and explain. Also write down transfer function for each RLC...
An RC circuit is made using R = 1 k and C = 1
F
in order to make a low pass filter. Find the transfer function for
this circuit and then solve that equation to find the frequency in
which the output power is 50%.
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Please write down the resistivity as a function of temperature for a metal. Please separate it into four regions, such as resistivity is proportional to T, proportion to proportional to and proportional to . Please also explain why is that? What will be happened if the doped impurities in the non-magnetic metal is magnetic ions? What is the resistivity as a function of temperature for an intrinsic semiconductor? How about the resistivity charge as function of temperature in a insulator?...
Purpose: Use Laplace transforms to find the time domain response of a RLC band-pass filter to step and impulse inputs Vout Vin L=27 mH For the RLC circuit above Find the s-domain transfer function: Find the impulse response h(t) H(s) = Vout(s)/Vin(s) · These operations must be performed by hand using Laplace transforms, do not use MATLAB or a circuit simulator. We will verify your hand calculations in lab. Hints: To find the transfer function, find the equivalent impedance of...
Find an equation for each polar graph. Express as a function of t. (click on graphs to enlarge) f (b) Five-petal rose (a) Cardioid (c) Circle N 4 We were unable to transcribe this imageWe were unable to transcribe this image
a) By direct substitution determine which of the following functions satisfy the wave equation. 1. g(x, t) = Acos(kx − t) where A, k, are positive constants. 2. h(x, t) = Ae where A, k, are positive constants. 3. p(x, t) = Asinh(kx − t) where A, k, are positive constants. 4. q(x, t) = Ae where A, a, are positive constants. 5. An arbitrary function: f(x, t) = f(kx−t) where k and are positive constants. (Hint: Be careful with...
1. Write out the first five terms of each sequence and determine if the sequence is convergent or divergent JUSTIFY YOUR ANSWERS We were unable to transcribe this image
1. Write out the first five terms of each sequence and determine if the sequence is convergent or divergent JUSTIFY YOUR ANSWERS
A. Write an algorithm in pseudocode, which
prints all strings of length 6 where the
first three characters are any symbol from
X={!,@,#,$,%,^}, the 4th and
5th characters are any digit 0,1,…9, and the
last character is any digit 1,2,…9.
How many times will the print command be called (e.g. how many
6-character strings will be printed)?
B. Let g(n)=n3 + 2n2 - 5.
Determine the big-theta estimate of f. A complete response
will include analysis of: , and ....
Let X1, X2, ..., Xn be a random
sample from X which has pdf
depending on a parameter
and
(i)
(ii)
where
< x <
. In both these two cases
a) write down the log-likelihood function and find a
1-dimensional sufficient statistic for
b) find the score function and the maximum likelihood estimator
of
c) find the observed information and evaluate the Fisher
information at
= 1.
f(20) We were unable to transcribe this image((z(0 – 2) - )dxəz(47)...
Given a unity feedback system with the following transfer
function
a)If the system is to be cascade-compensated so that Ts=1 and
=0.8 find the
compensator pole if the compensator zero is at -4.5
b)determine the range of k for stability
We were unable to transcribe this image)Given 2내 5+644s(s+4
)Given 2내 5+644s(s+4