39 25 | = | ( | 1256 25 | + | ( | - | 15619 100 | ) | + | x | + | ( | 1256 25 | + | ( | - | 15619 100 | ) | + | x | ) | ÷ | ( | 14 | + | 134 | ) | × | ( | - | 254 | ) | + | 2577 100 | ) | ÷ | ( | 14 | + | 134 | + | ( | - | 254 | ) | + | 74 | ) |
| Multiply both sides of the equation by: | ( | 14 | + | 134 | + | ( | - | 254 | ) | + | 74 | ) |
39 25 | ( | 14 | + | 134 | + | ( | - | 254 | ) | + | 74 | ) | = | ( | 1256 25 | + | ( | - | 15619 100 | ) | + | x | + | ( | 1256 25 | + | ( | - | 15619 100 | ) | + | x | ) | ÷ | ( | 14 | + | 134 | ) | × | ( | - | 254 | ) | + | 2577 100 | ) |
39 25 | × | 14 | + | 39 25 | × | 134 | + | 39 25 | ( | - | 254 | ) | + | 39 25 | × | 74 | = | ( | 1256 25 | + | ( | - | 15619 100 | ) | + | x | + | ( | 1256 25 | + | ( | - | 15619 100 | ) | + | x | ) | ÷ | ( | 14 | + | 134 | ) | × | ( | - | 254 | ) | + | 2577 100 | ) |
39 25 | × | 14 | + | 39 25 | × | 134 | + | 39 25 | ( | - | 254 | ) | + | 39 25 | × | 74 | = | 1256 25 | + | ( | - | 15619 100 | ) | + | x | + | ( | 1256 25 | + | ( | - | 15619 100 | ) | + | x | ) | ÷ | ( | 14 | + | 134 | ) | × | ( | - | 254 | ) | + | 2577 100 |
546 25 | + | 5226 25 | + | 39 25 | ( | - | 254 | ) | + | 2886 25 | = | 1256 25 | + | ( | - | 15619 100 | ) | + | x | + | ( | 1256 25 | + | ( | - | 15619 100 | ) | + | x | ) | ÷ | ( | 14 | + | 134 | ) | × | ( | - | 254 | ) | + | 2577 100 |
8658 25 | + | 39 25 | ( | - | 254 | ) | = | 7601 100 | + | ( | - | 15619 100 | ) | + | x | + | ( | 1256 25 | + | ( | - | 15619 100 | ) | + | x | ) | ÷ | ( | 14 | + | 134 | ) | × | ( | - | 254 | ) |
| Multiply both sides of the equation by: | ( | 14 | + | 134 | ) |
8658 25 | ( | 14 | + | 134 | ) | + | 39 25 | ( | - | 254 | ) | ( | 14 | + | 134 | ) | = | 7601 100 | ( | 14 | + | 134 | ) | + | ( | - | 15619 100 | ) | ( | 14 | + | 134 | ) | + | x | ( | 14 | + | 134 | ) | + | ( | 1256 25 | + | ( | - | 15619 100 | ) | + | x | ) | ( | - | 254 | ) |
8658 25 | × | 14 | + | 8658 25 | × | 134 | + | 39 25 | ( | - | 254 | ) | ( | 14 | + | 134 | ) | = | 7601 100 | ( | 14 | + | 134 | ) | + | ( | - | 15619 100 | ) | ( | 14 | + | 134 | ) | + | x | ( | 14 | + | 134 | ) | + | ( | 1256 25 | + | ( | - | 15619 100 | ) | + | x | ) | ( | - | 254 | ) |
8658 25 | × | 14 | + | 8658 25 | × | 134 | + | 39 25 | ( | - | 254 | ) | ( | 14 | + | 134 | ) | = | 7601 100 | × | 14 | + | 7601 100 | × | 134 | + | ( | - | 15619 100 | ) | ( | 14 | + | 134 | ) | + | x | ( | 14 | + | 134 | ) | + | ( | 1256 25 | + | ( | - | 15619 100 | ) | + | x | ) | ( | - | 254 | ) |
121212 25 | + | 1160172 25 | + | 39 25 | ( | - | 254 | ) | ( | 14 | + | 134 | ) | = | 53207 50 | + | 509267 50 | + | ( | - | 15619 100 | ) | ( | 14 | + | 134 | ) | + | x | ( | 14 | + | 134 | ) | + | ( | 1256 25 | + | ( | - | 15619 100 | ) | + | x | ) | ( | - | 254 | ) |
1281384 25 | + | 39 25 | ( | - | 254 | ) | ( | 14 | + | 134 | ) | = | 281237 25 | + | ( | - | 15619 100 | ) | ( | 14 | + | 134 | ) | + | x | ( | 14 | + | 134 | ) | + | ( | 1256 25 | + | ( | - | 15619 100 | ) | + | x | ) | ( | - | 254 | ) |
1281384 25 | − | 39 25 | × | 254 | ( | 14 | + | 134 | ) | = | 281237 25 | + | ( | - | 15619 100 | ) | ( | 14 | + | 134 | ) | + | x | ( | 14 | + | 134 | ) | + | ( | 1256 25 | + | ( | - | 15619 100 | ) | + | x | ) | ( | - | 254 | ) |
1281384 25 | − | 39 25 | × | 254 | ( | 14 | + | 134 | ) | = | 281237 25 | − | 15619 100 | ( | 14 | + | 134 | ) | + | x | ( | 14 | + | 134 | ) | + | ( | 1256 25 | + | ( | - | 15619 100 | ) | + | x | ) | ( | - | 254 | ) |
1281384 25 | − | 9906 25 | ( | 14 | + | 134 | ) | = | 281237 25 | − | 15619 100 | ( | 14 | + | 134 | ) | + | x | ( | 14 | + | 134 | ) | + | ( | 1256 25 | + | ( | - | 15619 100 | ) | + | x | ) | ( | - | 254 | ) |
1281384 25 | − | 9906 25 | × | 14 | − | 9906 25 | × | 134 | = | 281237 25 | − | 15619 100 | ( | 14 | + | 134 | ) | + | x | ( | 14 | + | 134 | ) | + | ( | 1256 25 | + | ( | - | 15619 100 | ) | + | x | ) | ( | - | 254 | ) |
1281384 25 | − | 9906 25 | × | 14 | − | 9906 25 | × | 134 | = | 281237 25 | − | 15619 100 | × | 14 | − | 15619 100 | × | 134 | + | x | ( | 14 | + | 134 | ) | + | ( | 1256 25 | + | ( | - | 15619 100 | ) | + | x | ) | ( | - | 254 | ) |
1281384 25 | − | 138684 25 | − | 1327404 25 | = | 281237 25 | − | 109333 50 | − | 1046473 50 | + | x | ( | 14 | + | 134 | ) | + | ( | 1256 25 | + | ( | - | 15619 100 | ) | + | x | ) | ( | - | 254 | ) |
| - | 184704 25 | = | - | 296666 25 | + | x | ( | 14 | + | 134 | ) | + | ( | 1256 25 | + | ( | - | 15619 100 | ) | + | x | ) | ( | - | 254 | ) |
| - | 184704 25 | = | - | 296666 25 | + | x | × | 14 | + | x | × | 134 | + | ( | 1256 25 | + | ( | - | 15619 100 | ) | + | x | ) | ( | - | 254 | ) |
| - | 184704 25 | = | - | 296666 25 | + | 148 | x | + | ( | 1256 25 | + | ( | - | 15619 100 | ) | + | x | ) | ( | - | 254 | ) |
| - | 184704 25 | = | - | 296666 25 | + | 148 | x | + | 1256 25 | ( | - | 254 | ) | + | ( | - | 15619 100 | ) | ( | - | 254 | ) | + | x | ( | - | 254 | ) |
| - | 184704 25 | = | - | 296666 25 | + | 148 | x | − | 1256 25 | × | 254 | + | ( | - | 15619 100 | ) | ( | - | 254 | ) | + | x | ( | - | 254 | ) |
| - | 184704 25 | = | - | 296666 25 | + | 148 | x | − | 319024 25 | + | ( | - | 15619 100 | ) | ( | - | 254 | ) | + | x | ( | - | 254 | ) |
| - | 184704 25 | = | - | 123138 5 | + | 148 | x | + | ( | - | 15619 100 | ) | ( | - | 254 | ) | + | x | ( | - | 254 | ) |