MathematicsHard178×since 2002Q5208Let a1,a2,.......,a30{a_1},{a_2},.......,{a_{30}}a1,a2,.......,a30 be an A.P., S=∑i=130aiS = \sum\limits_{i = 1}^{30} {{a_i}}S=i=1∑30ai and T=∑i=115a(2i−1)T = \sum\limits_{i = 1}^{15} {{a_{\left( {2i - 1} \right)}}}T=i=1∑15a(2i−1). If a5a_5a5 = 27 and S - 2T = 75, then a10a_{10}a10 is equal to :A47B42C52D57Check answerSkip