Classify geometry and stability properties of
For the following values of parameter k.
a)k< −1
b)k=−1
c)−1<k<0
d)k=0
e)k>0
.
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hope it will help you for any quary comment please...
Classify geometry and stability properties of For the following values of parameter k. a)k< −1 b)k=−1...
answer 3 and 4 please
Consider the model of a spring-mass-damper system, where the following parameter values are assumed: m 1,b 2,k 2. 3. a. Write down the transfer function of the system b. Choose a sample time for the system c. Find the pulse transfer function (use MATLAB 'c2d' command) d. Find the range of K for stability for the closed-loop sampled-data system 4. Consider a series RLC circuit driven by a voltage source with capacitor voltage as output....
Consider the model of a spring-mass-damper system, where the following parameter values are assumed: m-1,b 2, k- 2. a. Write down the transfer function of the system b. Sketch a root locus for static controller gain K c. Find the range of K for stability
Consider the model of a spring-mass-damper system, where the following parameter values are assumed: m-1,b 2, k- 2. a. Write down the transfer function of the system b. Sketch a root locus for static controller...
Geometry
need answer for 1(d)
1. Classify the quadrics in R3 with the following equations. Determine the centre of each. (a) 4x2 + 3y2 - 22 + 4xy + 4yz + 12x + 12 + 18 = 0 (b) y - y + y = x2 (c) 5x2 + 5y2 + 622 +22yz + 22.x2 + 2xy + 23x - 46y - 1=0 (d) -3x2 + 7y2 + 72x + 126y + 2 +95 = 0
a) Determine stability conditions of the disease free
equilibrium
b) Find the eigenvalues for stability for the endemic
equilibrium
c) Determine stability conditions for the endemic
equilibrium
d) Explore the sensitivity of the basic reproductive number to
β, γ, and v
e) Explore the sensitivity of the Endemic I* to β, γ, and v
Given parameter values β=.05, γ=.03, v=.1, μ=0.002
f) Calculate the sensitivity of R0 (the basic reproductive
number) to each parameter, and interpret their relative sensitivity
biologically....
Consider the model of a small DC motor, where the following parameter values are assumed: R-10 L-10mH,J-0.01kgm0.0.05 2. ra a. Write down the transfer function of the system b. Choose a sample time for the system c. Find the pulse transfer function (use MATLAB 'c2d' command) d. Find the range of K for stability for the closed-loop sampled-data system
Consider the model of a small DC motor, where the following parameter values are assumed: R-10 L-10mH,J-0.01kgm0.0.05 2. ra a. Write...
Find the values of the parameter p for which the series converges. (1-2) k= 1 Select the correct choice below and, if necessary, fill in any answer boxes in your choice. A. The series converges for <p<. (Simplify your answers.) B. The series converges for p > (Simplify your answer.) C. The series converges for p< (Simplify your answer.) D. The series converges for all p. E. The series diverges for all p.
1. Which test is used for the following a. omission of relevant variables b. parameter stability 2. when can we introduce dummies in models? 3. What is stationarity and Why is it desired to run a model? 4. how do you determine the order of Lags in ARMA model? 5. List and explain the Box - Jenkins model adequacy test for the ARMA/ARIMA
2. Explain in words, and words only, the following properties of expected values. NOTE: X and Y are random variables and k is a constant. (a) E(k) = k (b) E(X+Y) = E(X) + E(Y) (c) E(X/Y) + E(X)/E(Y) (d) E(X+Y) E(X)*E(Y) (unless what?) (e) E(X2) # (E(X)]? (1) E(kX) = E(X) 3. For random variable X with mean H. variance is defined var(X) = Ef(X-M.)'. Show how variance can be expressed only in terms of E(X) and E(X). 4....
Examine the properties (memory, stability, casuality, linearity, and time-invariance) for the following systems (a) y(t) = 2*log x(t) (b) y[n] = (1/n) x(n-1) (c) y[n] = 3x [2n-1] (d) y[n] = |x[n]|
find the values of the parameter p for which the
series converges. (1-p/k)^k
My g Find the values of the parameter p for which the series converges. Cour È ( - )" Assig k=1 Stud Select the correct choice below and, if necessary, fill in any answer boxes in your choice Grad A. The series converges for < p < (Simplify your answers.) OB. The series converges for p > Inter (Simplify your answer.) OC. The series converges for p...