A) fond b) Find In FOX) = 20 T(OSX 530) sufficient Stat, MLE, MULLE, and mom...
Let Xi,... ,Xn be i.i.d with pdf θνθ θ+1 where I(.) denotes the indicator function. (a) Find a 2-dimensional sufficient statistic for the mode (b) Suppose θ is a known constant. Find the MLE for v. (d) Suppose v-1. Find the MLE for and determine its asymptotic distribution. Carefully justify your answer and state any theorems that you use. (e) Suppose1. Find the asymptotic distribution of the MLE estimator of exp[-
Let Xi,... ,Xn be i.i.d with pdf θνθ θ+1...
10 Ich *74) . CONSIDER THE FOLLOWING SYSTEM: 100 W/m 500 N/m. t>XH) mom 89 кл Н į X16)= om} 20 kg Is the 2* (o)= omiss (a) if f1t): = : 25 sin (2017) + 0.1 sin (20015+) N, . FIND THE STEADY STATE PART OF THE RESPONSE. (b) IF FCt) = 110N, FIND THE TRANSIENT PART OF THE RESPONSE. IF F(H) = 25 sin (w+), FIND THE VALUE OF W THAT RESULTS IN THE MAXIMUM STEADY STATE AMPLITUDE...
please answer fast
For the differential equation = (y + 1)(3-y), (a)Find the steady stat solutions and inflation points of your solution curve y(t) (b)Draw the graph of glu) vs. y, where g(u)Your steady stats and stability arrows must be indicated on the graph- (c) Draw the solution curve y(t for initial value problem y(0)4, vith proper concavity, asymptotic behavior and points of inflection.
For the differential equation = (y + 1)(3-y), (a)Find the steady stat solutions and inflation points...
Given the function cli) - 20(e---). (a) Compute C'(t), find all critical points. (b) Compute C"(t), find all inflection points. (d) Compute the values (l) for t= 0 and the values of t obtained in parts (a) and (b). Sketch a graph of C() using this information Continued
(57+7)+(2 +3 +4 k, where t o Find T1-1). (20) Consider the curver() NI-1) and B(-1)
(b) find the test statistic (t =?)
(c) Find the reject region (t > ?)
(d) estimate the difference in the mean discharge of effluents
between plants A and D, using a 95% confidence interval. Round to
three decimals
Physioans depend on laboratory test results when managing medical problems such as diabetes or epilepsy. In a uniformity test for glucose tolerance, three different laboratories were each sent n-5 identical blood samples from a person who had drunk 50 milligrams (mg)...
Find the Nyquist rates for these signals: (a) X(t) = sinc (20) (b)x(t) = 4 sinca (100t) (C) x(t) = 8 sin(50TTT) (d) x(t) = 4 sin(30TTt) + 3 cos(70nt) (e) X(t) = rect(300t) (f) X(t) = -10 sin(40nt) cos(300Tt) (g) X(t) = sinc(t/2)*710(t) (h) x(t) = sinc(t/2) 70.1() (i) X(t) = 8tri((t - 4)/12) (1) X(t) = 13e-201 cos(70TTt)u(t) (k) x(t) = u(t)-u(t-5)
b.) Find inverse Laplace Transform f(t) of F(S) = 9% (5²+5-20)
a. For the circuit shown in Fig. 1, find i(t) and vi(t) for all t. b. For the circuit shown in Fig. 2, find vclt) and ic(t) for all t. 10 kΩ 20 kΩ ic 10 mH 18 V 100u(-1) V 40u(C) V F, 13
a. For the circuit shown in Fig. 1, find i(t) and vi(t) for all t. b. For the circuit shown in Fig. 2, find vclt) and ic(t) for all t. 10 kΩ 20 kΩ ic...
For b.), it is from 20 to -20.
Not 10 to -10
3. (40 points) Consider the time signals shown in Figure3 h(t) 10 z(t) 2 -10 Figure 3 Find y(t)-h(t)sz(t) using the graphical approach of the convolution integral (by hand). You can use MATLAB to ver
3. (40 points) Consider the time signals shown in Figure3 h(t) 10 z(t) 2 -10 Figure 3 Find y(t)-h(t)sz(t) using the graphical approach of the convolution integral (by hand). You can use MATLAB...