- 6 Find The Inverse Of The Square Matrix Using The Ghen Elementary Row Operations M 14 32 141 R2 R2 R1 3r2 R 1 (27.95 KiB) Viewed 39 times
6) Find the inverse of the square matrix using the ghen elementary row operations. M=[14−32] {∣141R2→R2→∣R1+3R2→R
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6) Find the inverse of the square matrix using the ghen elementary row operations. M=[14−32] {∣141R2→R2→∣R1+3R2→R
6) Find the inverse of the square matrix using the ghen elementary row operations. M=[14−32] {∣141R2→R2→∣R1+3R2→R1 [11−72172161][1−22221][1−401][771414][1−231] 7) Use the formula for finding the inverse of the 2×2 square matrix. M=[14−32]M−1=detM1[R22−R2,1−R1,2RU,] [1−22121][1−401][1−231][771414][81−82183141]
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