| University | National University of Singapore (NUS) |
| Subject | Quantitative Methods |
Assignment Questions:
Question 1
A road safety measure is being considered as an intervention at a site where the long-term mean frequency of injury accidents is reckoned to be 4 per year. Calculate the range of numbers of accidents occurring during a 3-year monitoring period that will indicate that this measure is effective.
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Question 2
When an independent sample of observations x = {x1, x2, x3, x4, ……..xn} has been made, the joint log-likelihood l (θ | x) of the parameters θ is calculated from the probability density function p (x | θ) according to the formula l (θ | X)= Σi=(1, n) logé p (xi | θ). Show that the log-likelihood for the parameter λ of an exponential distribution is maximized by setting it to the reciprocal of the sample mean: λ∗= 1/χ¯.
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