Exercise 2, § 6 Algebra, IV, p. 98 Show that n! sn≡s1nn! \ s_n \equiv s_1^nn! sn≡s1n modulo the ideal of A[X1,…,Xn]A[X_1, \ldots, X_n]A[X1,…,Xn] generated by X12,X22,…,Xn2X_1^2, X_2^2, \ldots, X_n^2X12,X22,…,Xn2. Solution No solution has been written yet.