Concept:The given series is a descending sequence of perfect squares.Explanation:Observe the known terms: 121=112, 81=92, 64=82, 49=72, 36=62, 25=52.The squares decrease by 1 in the base number each time.So the missing term between 112 and 92 must be 102.102=100.Thus the complete series is: 121, 100, 81, 64, 49, 36, 25.
Answer:The missing number is 100, which matches option D.