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Question: An individual has the utility function U = , where W denotes wealth, and is considering a bet in which there is a 30 per cent chance of winning £49 clear, and a 70 per cent chance of winning nothing.
(a) Will the individual take the bet if it costs £5?
(b) Will they take it if it costs £2?
(c) Will they take it at a cost of £5 if the utility function takes the form U = W?
(d) Will they take it at a cost of £20 if the utility function takes the form U = W?
(e) Will they take it at a cost of £20 if the utility function takes the form U = W2?
Write down the structure of a three-dimensional VARMA model if the vector time series has the following three components: SCM(0,0), SCM(0,1), and SCM(2,1). Are there any redundant parameters? Why?
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Assume that the firm increases its expenditure on variable inputs by $63 (1 %) to $6,363. Show that the level of output increases by λ ∗ 63.
An absent-minded professor schedules two student appointments for the same time. The appointment durations are independent and exponentially distributed.
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