Shivani keshri Asked a Question
June 25, 2021 5:22 pmpts 30 pts
1. Let G denote the group of all 2x2 invertible matrices with entries from R. Let H = {A e G:det (A) = 1 and H = {A eG:A is upper triangular Consider the following statements: P: H is a normal subgroup of G. Q: H, is a normal subgroup of G. Then (a) Both P and Q are truue (b) P is true and Q is false (c) P is false and Qis true (d) Both P and are false 2011: 6 Marks CO LL
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  • Shivani keshri
    does the matrices with determinant 1 is normal subgroup?
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  • Deepak singh thankyou
    Refer attached option b is correct
    • cropped2329760739334698773.jpg
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