Could you solve these for me please , all of them if possible. Thank you

15 9 0.4 0.4 10 1 3 0.2 Consider a three-state economy with the following characteristics, Asset Asset 2 Asset 3 Probabilities 20 15 5 5 Prices 12.5 9.5 Assuming that there are no transaction costs, short sales are allowed, and securities are infinitely divisible, answer the following questions: i) Is the market complete? [11 Marks] 4.5 ii) Calculate the prices of the Arrow securities for each state and the risk-free interest rate [11 Marks) 111) Is the market arbitrage free? [6 Marks] iv) Calculate the SDF and the risk neutral probabilities for the three states [10 Marks) v) Evaluate possible arbitrage opportunities if the payoff for the third asset is [7 1 2]" instead of the one given above [12 Marks] 15 9 0.4 0.4 10 1 3 0.2 Consider a three-state economy with the following characteristics, Asset Asset 2 Asset 3 Probabilities 20 15 5 5 Prices 12.5 9.5 Assuming that there are no transaction costs, short sales are allowed, and securities are infinitely divisible, answer the following questions: i) Is the market complete? [11 Marks] 4.5 ii) Calculate the prices of the Arrow securities for each state and the risk-free interest rate [11 Marks) 111) Is the market arbitrage free? [6 Marks] iv) Calculate the SDF and the risk neutral probabilities for the three states [10 Marks) v) Evaluate possible arbitrage opportunities if the payoff for the third asset is [7 1 2]" instead of the one given above [12 Marks]