Concept:In a number series, find the term that breaks the pattern of differences.Explanation:Find the differences between consecutive terms.274−271=+3276−274=+2279−276=+3283−279=+4288−283=+5If 271 is replaced by 273, the differences become:273→274=+1274→276=+2276→279=+3279→283=+4283→288=+5So the correct sequence should be 273,274,276,279,283,288.Hence 271 is the wrong term.Answer:271