Excerpt From The Solution To The Six Sixes Problem
In the table below, the notation .6... represents the value 6/9 or 2/3 (recurring decimal 6).
241 = ((.6+((6+6)*(6+6)))/.6) 242 = ((6*(6+(6*6)))-(6/.6)) 243 = (6+((6*(.6*66))-.6)) 244 = (.6...*(6+(6*(66-6)))) 245 = ((((6)!+((6)!+66))/6)-6) 246 = (66+(6*((6*6)-6))) 247 = (66+((6+((6)!/.6...))/6)) 248 = (6*(6+(6*(6-(.6.../6))))) 249 = (.6+(6*(6+((6*6)-.6)))) 250 = (((6*(6*6))-66)/.6) 251 = ((6*(6+(6*6)))-(6/6))Read more about this topic: Four Fours
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