Gaussian random variable with the mean zero
Let Z be a Gaussian random variable with the mean zero and variance 1.
a) Is the process X[n]=Zcos(Wo*n) wide-sense stationary? Describe.
b) Find Prob[X[0]]<= 2].
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A rock sample which is taken from the Australia was found to contain 0.438 g of Pb-206 to every 1.00 g of U-238. Assuming that all lead-206 created from the decay of U-238, discuss how old is the rock? The half life of U-238 is 4.5x10^9 yr.
X[n] is the real valued random procedure with zero mean as well as autocorrelation function
A rail-road engine pulls a train of mass 1.2 x 106 kg up an average slope of 1.2o for a distance of 58.0 km. When the speed of the train is 50.0 km/h, determine the average power generated by the engine? Determine how much total work does the engine
250 mL of a solution is prepared from the water and 22.1 mL of a98.0% H2SO4 solution (d =1.84g/ml). Determine the resulting molarity.
Let Z be a Gaussian random variable with the mean zero and variance 1. Is the process X[n]=Zcos(Wo*n) wide-sense stationary? Describe.
Calculate the mass of hydrogen gas that produced when a 9.35 g chunk of zinc dissolves in the 525 mL of 0.500 MHCl?
The cards in the standard deck of 52 have 13 different ranks, with ace=1, jack=11, queen=12, and king=13. You draw 3 cards from the deck in succession. What is the probability that the rank of each card is higher than the rank of the card which yo
Density of lead is 11.34 g/cm3 and density of aluminum is 2.69 g/cm3. Determine radius of lead and aluminum spheres each having the mass of 50 Kg.
Determine the numbers of molecules of ethane are contained in the 25.0 mL of butane? Butane having the density is 0.6011g/mL and the molar mass 58.12 g/mol.
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