MathematicsEasy210×since 2002Q3398The value of ∑n=1100∫n−1nex−[x]dx\sum\limits_{n = 1}^{100} {\int\limits_{n - 1}^n {{e^{x - [x]}}dx} }n=1∑100n−1∫nex−[x]dx, where [ x ] is the greatest integer ≤\le≤ x, is :A100eB100(e −-− 1)C100(1 + e)D100(1 −-− e)Check answerSkip