let x, y be R_eal; :: thesis: for a, b being Real st x = a & y = b holds
x / y = a / b
let a, b be Real; :: thesis: ( x = a & y = b implies x / y = a / b )
assume A2: ( x = a & y = b ) ; :: thesis: x / y = a / b
reconsider a = a, b = b as real number ;
x / y = a / b by A2;
hence x / y = a / b ; :: thesis: verum