Q13·Section I (General (compulsory))·13 of 180Matrix geometric seriesAssuming (X−I)−1(X-I)^{-1}(X−I)−1 exists, what will be I+X+X2+⋯+Xn−1I+X+X^{2}+\cdots+X^{n-1}I+X+X2+⋯+Xn−1? OptionsA(I−X)n(X−I)−1(I-X)^{n}(X-I)^{-1}(I−X)n(X−I)−1B(I−Xn)(X−I)−1(I-X^{n})(X-I)^{-1}(I−Xn)(X−I)−1C(Xn−I)(X−I)−1(X^{n}-I)(X-I)^{-1}(Xn−I)(X−I)−1D(X−I)−1(X−I)n(X-I)^{-1}(X-I)^{n}(X−I)−1(X−I)nPick an option to check your answer.Show answerShow solution Report a problem with this question← Q12All questionsQ14 →Keyboard: A–D answer · S solution · ←/→ previous/next