It’s not Legendre (“luh-JOND”), but this mathematician names a (-5[1])method of computing the integrals of polynomials, his namesake quadrature. (10[2]-5[2])It’s not (10[1])Ostrogradsky, (10[1])but this man (10[1])sometimes gives his name (10[1])to the Divergence (10[1])Theorem, (10[1])as well as to the set obtained by (10[1])adjoining i to the integers. (10[5])This man (10[3])published (10[1])the (10[1])Theorema (10[1]-5[2])Egregium, (10[2])which concerns (10[1])his namesake (10[1])curvature (10[1])for surfaces. (10[3]-5[2])This man (10[2]-5[1])names (-5[1])a function whose simplest form (10[1])is the exponential of (10[1])minus x (10[1]-5[1])squared. (10[4]-5[2])Systems (10[2])of (10[2])linear (10[2])equations (10[3])can be solved (10[2])by (10[1])this man’s (10[2])namesake elimination, (10[17]-5[1])and (10[1])he also (10[2])names (10[3])a (10[1])distribution (10[1])whose (10[1])graph is a bell curve. (10[5])For 10 (10[1])points, (10[1])name this (10[1])mathematician (10[1])who gives his name (10[1])to another name for the normal distribution. ■END■ (10[9]0[4])