Please solve this problem. I guess the answer is mle of
theta = 50 choose 30 * samplea mean of x
37. A box contains 50 red and blue balls out of which 0 are red. A sample of 30 balls is to be selected without replacement. If X denotes the number of red balls in the sample, then find an estimator for 0 using the moment method
X ~ N(theta, theta) for theta > 0. Let U = |X|. Find the pdf of U.
Find the remaining trigonometric functions of theta if: csc
theta = 3 and theta terminates in Q II (#37)
37. csc B = 3 and e terminates in QI
Find cos theta if sec theta is 5 divided by 4
let Theta be an angle in quadrant IV with cos(theta)=3/5 find sin(2theta), cos(2theta) and tan(theta/2)
Let X1.. Xn be a random sample from Uniform (theta, 2theta), where theta is psitive. Find the MLE for theta
Find tension on T_1 and T_2 using sigma F_x = T_1 cos(theta) - T_2 cos (theta) + c = 0 Ans sigma F_y = T_1 sin(theta) + T_2 sin(theta) - mg = 0
Let X1, X2, ... be a random sample from the pdf f(x) = 1/theta e-x/theta, find the likelihood ratio (LR test of H0: theta = thetao vs H1:theta >theta0
Use MatLab 2014 version please
Find the value theta (t) - theta_a/theta - theta_a = e^- h A t/mC where theta (t) = 15.5 theta_a = 3.8 theta_0 = 22.9 A = 0.0177 t = 15 m = 0.4423 C = 901 Don't simplify by hard.//Use MatLab
If cos theta= square root 11/6 and tan theta < 0, find the
exact value of sin the
1. If cos os (0) – VII and tan(Q) <o, find the exact value of sino).