Q24MCQ2 marks, −0.5Let P=∑i odd1≤i≤2kiP =\sum \limits_ {i\;\text{odd}}^{1\le i \le 2k} iP=iodd∑1≤i≤2ki and Q=∑i even1≤i≤2kiQ = \sum\limits_{i\;\text{even}}^{1 \le i \le 2k} iQ=ieven∑1≤i≤2ki, where kkk is a positive integer. Then(A)P=Q−kP = Q - kP=Q−k(B)P=Q+kP = Q + kP=Q+k(C)P=QP = QP=Q(D)P=Q+2kP = Q + 2kP=Q+2kSign in to save attempts.Show answer← PreviousNext →SolutionsDiscussionLoading…Sign in with Google