Let's solve each equation separately:
1) 7x−247x-247x−24/12 + 26 = 317x−247x-247x−24/12 = 31 - 267x−247x-247x−24/12 = 57x - 24 = 607x = 84x = 12
2) 144 - x/11+21x/11 + 21x/11+21 * 5 = 14144 - 5x/11+21x/11 + 21x/11+21 = 14144 - 5x/11 - 105 = 1439 - 5x/11 = 145x/11 = 255x = 275x = 55
3) 105−(25+6x)<em>4105 - (25 + 6x) <em> 4105−(25+6x)<em>4 30 = 150105−(25+6x)<em>4105 - (25 + 6x)<em> 4105−(25+6x)<em>4 = 5105−(25+6x)</em>4105 - (25 + 6x) </em> 4105−(25+6x)</em>4 = 5/30105−4(25+6x)105 - 4(25 + 6x)105−4(25+6x) = 1/6105 - 100 - 24x = 1/65 - 24x = 1/6-24x = 1/6 - 5-24x = -29/6x = 29/6∗246 * 246∗24 x = 29/144
Therefore, x = 12, 55, 29/144.
Let's solve each equation separately:
1) 7x−247x-247x−24/12 + 26 = 31
7x−247x-247x−24/12 = 31 - 26
7x−247x-247x−24/12 = 5
7x - 24 = 60
7x = 84
x = 12
2) 144 - x/11+21x/11 + 21x/11+21 * 5 = 14
144 - 5x/11+21x/11 + 21x/11+21 = 14
144 - 5x/11 - 105 = 14
39 - 5x/11 = 14
5x/11 = 25
5x = 275
x = 55
3) 105−(25+6x)<em>4105 - (25 + 6x) <em> 4105−(25+6x)<em>4 30 = 150
105−(25+6x)<em>4105 - (25 + 6x)<em> 4105−(25+6x)<em>4 = 5
105−(25+6x)</em>4105 - (25 + 6x) </em> 4105−(25+6x)</em>4 = 5/30
105−4(25+6x)105 - 4(25 + 6x)105−4(25+6x) = 1/6
105 - 100 - 24x = 1/6
5 - 24x = 1/6
-24x = 1/6 - 5
-24x = -29/6
x = 29/6∗246 * 246∗24 x = 29/144
Therefore, x = 12, 55, 29/144.