Let \(U\) be the subgroup of \(\operatorname {GL}_2(\mathbb {Z}/p\mathbb {Z})\) consisting of upper triangular matrices. Is \(U\) solvable? Prove or disprove.
Question
Math 6310 • Algebra
Spring 2009 • Question 2
Question
Spring 2009 • Question 2
Let \(U\) be the subgroup of \(\operatorname {GL}_2(\mathbb {Z}/p\mathbb {Z})\) consisting of upper triangular matrices. Is \(U\) solvable? Prove or disprove.