-8446744073709551616 julia> big(10)^19 10000000000000000000 Division errors Integer division (the div function) has two exceptional cases: dividing by zero, and dividing the lowest negative number (typemin) and Promotion for details of the promotion system. The ÷ sign can be conveniently typed by writing \div to the REPL or Julia IDE. See the manual section on Unicode input for more information. Here trunc(T, x) round x towards zero T Rounding functions Division functions Function Description div(x, y), x÷y truncated division; quotient rounded towards zero fld(x, y) floored division; quotient

-8446744073709551616 julia> big(10)^19 10000000000000000000 Division errors Integer division (the div function) has two exceptional cases: dividing by zero, and dividing the lowest negative number (typemin) and Promotion for details of the promotion system. The ÷ sign can be conveniently typed by writing \div to the REPL or Julia IDE. See the manual section on Unicode input for more information. Here trunc(T, x) round x towards zero T Rounding functions Division functions Function Description div(x, y), x÷y truncated division; quotient rounded towards zero fld(x, y) floored division; quotient

-8446744073709551616 julia> big(10)^19 10000000000000000000 Division errors Integer division (the div function) has two exceptional cases: dividing by zero, and dividing the lowest negative number (typemin) and Promotion for details of the promotion system. The ÷ sign can be conveniently typed by writing \div to the REPL or Julia IDE. See the manual section on Unicode input for more information. Here trunc(T, x) round x towards zero T Rounding functions Division functions Function Description div(x, y), x÷y truncated division; quotient rounded towards zero fld(x, y) floored division; quotient

-8446744073709551616 julia> big(10)^19 10000000000000000000 Division errors Integer division (the div function) has two exceptional cases: dividing by zero, and dividing the lowest negative number (typemin) and Promotion for details of the promotion system. The ÷ sign can be conveniently typed by writing \div to the REPL or Julia IDE. See the manual section on Unicode input for more information. Here towards zero typeof(x) trunc(T, x) round x towards zero T Division functions Function Description div(x, y), x÷y truncated division; quotient rounded towards zero fld(x, y) floored division; quotient

-8446744073709551616 julia> big(10)^19 10000000000000000000 Division errors Integer division (the div function) has two exceptional cases: dividing by zero, and dividing the lowest negative number (typemin) and Promotion for details of the promotion system. The ÷ sign can be conveniently typed by writing \div to the REPL or Julia IDE. See the manual section on Unicode input for more information. Here trunc(T, x) round x towards zero T Rounding functions Division functions Function Description div(x, y), x÷y truncated division; quotient rounded towards zero fld(x, y) floored division; quotient

-8446744073709551616 julia> big(10)^19 10000000000000000000 Division errors Integer division (the div function) has two exceptional cases: dividing by zero, and dividing the lowest negative number (typemin) and Promotion for details of the promotion system. The ÷ sign can be conveniently typed by writing \div to the REPL or Julia IDE. See the manual section on Unicode input for more information. Here trunc(T, x) round x towards zero T Rounding functions Division functions Function Description div(x, y), x÷y truncated division; quotient rounded towards zero fld(x, y) floored division; quotient

-8446744073709551616 julia> big(10)^19 10000000000000000000 Division errors Integer division (the div function) has two exceptional cases: dividing by zero, and dividing the lowest negative number (typemin) and Promotion for details of the promotion system. The ÷ sign can be conveniently typed by writing \div to the REPL or Julia IDE. See the manual section on Unicode input for more information. Here trunc(T, x) round x towards zero T Rounding functions Division functions Function Description div(x, y), x÷y truncated division; quotient rounded towards zero fld(x, y) floored division; quotient

-8446744073709551616 julia> big(10)^19 10000000000000000000 Division errors Integer division (the div function) has two exceptional cases: dividing by zero, and dividing the lowest negative number (typemin) and Promotion for details of the promotion system. The ÷ sign can be conveniently typed by writing \div to the REPL or Julia IDE. See the manual section on Unicode input for more information. Here trunc(T, x) round x towards zero T Rounding functions Division functions Function Description div(x, y), x÷y truncated division; quotient rounded towards zero fld(x, y) floored division; quotient

-8446744073709551616 julia> big(10)^19 10000000000000000000 Division errors Integer division (the div function) has two exceptional cases: dividing by zero, and dividing the lowest negative number (typemin) and Promotion for details of the promotion system. The ÷ sign can be conveniently typed by writing \div to the REPL or Julia IDE. See the manual section on Unicode input for more information. Here erfc, and hypot.CHAPTER 5. MATHEMATICAL OPERATIONS AND ELEMENTARY FUNCTIONS 36 Function Description div(x,y), x÷y truncated division; quotient rounded towards zero fld(x,y) floored division; quotient

-8446744073709551616 julia> big(10)^19 10000000000000000000 Division errors Integer division (the div function) has two exceptional cases: dividing by zero, and dividing the lowest negative number (typemin) and Promotion for details of the promotion system. The ÷ sign can be conveniently typed by writing \div to the REPL or Julia IDE. See the manual section on Unicode input for more information. Here erfc, and hypot.CHAPTER 5. MATHEMATICAL OPERATIONS AND ELEMENTARY FUNCTIONS 36 Function Description div(x,y), x÷y truncated division; quotient rounded towards zero fld(x,y) floored division; quotient