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help Data table Option &1 $12,000.000 atter five years Option 12.22.200,000 pe year for five years Option $3.311,000,000 after three years Congratulations' You have won

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Data table Option \&1 $12,000.000 atter five years Option 12.22.200,000 pe year for five years Option $3.311,000,000 after three years Congratulations' You have won a state lottery The state iottery offers you the following (after-tax) payout options (Cick the icon to vew the payout options ) (Crick the icon to vew Present Value of $1 table) (Click the icon to view Present Value of Ordinary Annuity of $1 lable) (Cick the iom to view Future Value of $1 t table) (Click the icon to view Future Value of Ordinary Annuity of 31 table) Assuming you can eam 8% on your funds, which option would you prefer? Data table The present value of the payout is: (Round your answers to the nearest whole dollar) Option it: $12,000,000 after five years Pretent value of the payout Option #1 Option \#2: \$2,200,000 per year for five years Option 43 . \$11,000,000 after three years Reference Congratuations You have won a state iothery. The stane iottery offers you the following (after-tax) payout options Assuming vou can tarn 85 on vour tunds which eption would you prefer? Data table The presert value of the payout is (Round your answers to the nearest whole dollar ) Reference Congratulations' You have won a state lottery. The state lottery offers you the following (afler-tax) payout options (Click the ioon to view the payout options.) (Cick the icon to view Present Value of $1 table) (Click the icon to view Present Value of Ordinary Annuity of \$1 table.) (Click the ioon to vew Finure Value of $1 table) (Click the icon to view Future Value of Ordinary Annuity of $1 lable.) Assuming vou can eam 8% on your funds, which option would you prefer? Data table The present value of the payout is. (Round your answers to the nearest whole dollar.) Present value of the payout Opton =1 Option tH1 $12.000.000 after five years Option \#2. \$2,200,000 per year for five years Option 13 : $11,000,000 after three years Reference

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