| 11 | x | + | x | ÷ | 4 | + | 3 | x | − | 2370 | + | ( | 2 | x | − | 1580 | ) | ÷ | 3 | + | 29 | ( | x | − | 930 | ) | + | ( | 5 | x | − | 4650 | ) | = | 367484 |
| Left side of the equation = | 57 4 | x | + | 979667 100 | + | ( | 2 | x | − | 1580 | ) | × | 1 3 | + | 29 | ( | x | − | 930 | ) | + | ( | 5 | x | − | 4650 | ) | × | 1 12 |
57 4 | x | + | 979667 100 | + | ( | 2 | x | − | 1580 | ) | × | 1 3 | + | 29 | ( | x | − | 930 | ) | + | ( | 5 | x | − | 4650 | ) | × | 1 12 | = | 367484 |
| Left side of the equation = | 57 4 | x | + | 979667 100 | + | 2 | x | × | 1 3 | − | 1580 | × | 1 3 | + | 29 | ( | x | − | 930 | ) | + | ( | 5 | x | − | 4650 | ) | × | 1 12 |
| = | 57 4 | x | + | 979667 100 | + | 2 3 | x | − | 1580 3 | + | 29 | ( | x | − | 930 | ) | + | ( | 5 | x | − | 4650 | ) | × | 1 12 |
| = | 179 12 | x | + | 2781001 300 | + | 29 | ( | x | − | 930 | ) | + | ( | 5 | x | − | 4650 | ) | × | 1 12 |
| = | 179 12 | x | + | 2781001 300 | + | 29 | x | − | 29 | × | 930 | + | ( | 5 | x | − | 4650 | ) | × | 1 12 |
| = | 179 12 | x | + | 2781001 300 | + | 29 | x | − | 26970 | + | ( | 5 | x | − | 4650 | ) | × | 1 12 |
| = | 527 12 | x | − | 5309999 300 | + | ( | 5 | x | − | 4650 | ) | × | 1 12 |
| = | 527 12 | x | − | 5309999 300 | + | 5 | x | × | 1 12 | − | 4650 | × | 1 12 |
| = | 527 12 | x | − | 5309999 300 | + | 5 12 | x | − | 775 2 |
| = | 133 3 | x | − | 5426249 300 |
133 3 | x | − | 5426249 300 | = | 367484 |
133 3 | x | = | 367484 | + | 5426249 300 |
133 3 | x | = | 115671449 300 |
| x | = | 115671449 300 | ÷ | 133 3 |
| = | 115671449 300 | × | 3 133 |
| = | 115671449 100 | × | 1 133 |
| x | = | 115671449 13300 |
| x | = | 6087971 700 |
| x | = | 8697.101429 |