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A random variable (X) is modelled as an exponentially distributed with mean 30 units. Simulate N = 50 samples from this distribution, and every sample must have m = 20 simulated values. From one simulated sample, compute the sample mean, i.e., mean of 20 simulated values. Repeat this process for all N = 50 samples.
The end result will be a sample of 50 values of the sample mean. Using this data, answer the following:
(1) Place its histogram of these mean values.
(2) Use the probability paper method to verify a suitable probability distribution for the sample mean.
(3) Compute the bias and standard error associated with the sample mean estimates.
Neural networks as perceptrons: However ANNs look like this in the general case: Considered that the w, x, y and z represent real valued weights so all the edges in t
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Subtraction 11011-11001 using 2's complement. Ans. 11011 - 11001 = A - B 2's complement of B = 00111 1 1 0 1 1 + 0 0 1 1 1 1 0 0 0 1 0 Ignore carry to get answer as 00010 = 2.
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write a program in assembly language using emu8086 so that the input string can contain both lower and upper case letters and any other character and the output will be the reverse
Illustrate the elements of Information Super Highway Infrastructure. The Information Superhighway is more than the Internet. This is a series of elements, including the collect
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