$3$ Expected monetary value of each system choice under risk

a Decision tree

could you help create using the data

$\backslash$table$[[,$Data Set # $5,$System $1,,$System $2,,$System $3,],[$fixed$,$Initial Purchase Cost,$$200,000,,$$$20,000,,$$$750,000,],[$vc$,$Material Cost,$$20,$per unit,$$40,$per unit,$$12,$per unit$],[$Labor Rate,$$40,$per hour,$$20,$per hour,$$75,$per hour$],[$Overhead$,1\mathrm{.}5,$x Labor rate,$1\mathrm{.}5,$x Labor rate,$1\mathrm{.}5,$x Labor rate$],[,,,,,,],[,$Hours per Year,$1920,,,$Actual Demand,$],[,,,,$Total forecat volume,$125380\mathrm{.}3987,],[$Total Cost,$$2,899,607\mathrm{.}97,,$$$5,131,215\mathrm{.}95,,$$$2,614,564\mathrm{.}78,],[,,,,,,],[$BEP$,$$$0\mathrm{.}04,,$$$0\mathrm{.}02,,$$$0\mathrm{.}05,],[,,,,,,,],[60\%,$FNV Rase,$81720-764-70,,90070-,,615607200-10,],[25\%,\backslash$table$[[$EMV $80\%],[$underperforming$]],$$$724,901\mathrm{.}99,,$$$1,282,803\mathrm{.}99,,$$$653,641\mathrm{.}20,],[15\%,\backslash$table$[[$EMV$],[$overperforming$]],$$$434,941\mathrm{.}20,,$$$769,682\mathrm{.}39,,$$$392,184\mathrm{.}72,],[$EMV Total,$$2,899,607\mathrm{.}97,,$$$5,131,215\mathrm{.}95,,$$$2,614,564\mathrm{.}78,]]$