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Question 1:Given the exponential probability density function normalized over the half-interval[0,∞):P(x|λ) =1λe−x/λ,find the value ofλthat maximizes the likelihood function forNi.i.d. data points{x1,...,xN}. Simplify your expression and show all working, giving justificationsalong the way. A pdf file can be uploaded for this question.Question 2:Continue on from Lab 2, and use Matlab to implement the following extensionsto the K-means algorithm. Use two bivariate (two-dimensional) Gaussians, andtest your implementations on the data fromoldfaithful.datby plotting yourGaussians for each question part. Label your script filesmymix1.mtomymix3.m.(a) Implement thesoft K-means algorithmgiven in lectures for two Gaussians

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 The following C function (ComputeArray) takes two integer arrays A,B as input. The function multiplies each single element of array A by all elements of array B then adds the result of multiplication and store it in Array C. Assume the multiplication time takes 2 ns, the addition time takes 1 ...

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You are to produce a company (equity) analysis report. It is expected that you will use the full range of information sources available to you (including DataStream, Osiris, and Bloomberg Professional, where possible) to complete your assignment.Once you have completed your student tearsheet present ...

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Question 1 You are asked to design an interactive product of your choice. This can be a physical product (alarm clock) or software (mobile app) and must be interactive. Describe your product and the user interaction and select appropriate measures to determine the product requirements. Provide a pro ...

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