Löse die folgenden linearen Gleichungen a(bx + c) = d(ex + f)

10 (7x - 1) = 10 (x + 23)
 x = 4
-9 (-4x + 6) = 2 (10x - 3)
 x = 3
3 (3x - 240) = -7 (8x + 10)
 x = 10
2 (5x + 4) = 8 (-x + 10)
 x = 4
-3 (9x - 188) = 6 (5x - 1)
 x = 10
7 (6x - 54) = -5 (-x + 9)
 x = 9
4 (7x - 3) = 4 (6x + 6)
 x = 9
-8 (-x + 1) = (9x - 10)
 x = 2
(9x + 3) = 2 (-x + 51)
 x = 9
4 (2x + 37) = 4 (6x + 1)
 x = 9
-7 (9x + 5) = 2 (7x - 210)
 x = 5
9 (2x + 40) = 10 (8x + 5)
 x = 5
-(4x - 4) = 10 (8x - 8)
 x = 1
5 (5x + 5) = 4 (x + 1)
 x = -1
5 (2x - 6) = 5 (6x - 6)
 x = 0
5 (x + 5) = 5 (5x - 7)
 x = 3
4 (x - 6) = (x - 21)
 x = 1
9 (x + 7) = 3 (9x - 21)
 x = 7
10 (7x + 7) = 10 (5x - 5)
 x = -6
8 (3x - 6) = 2 (3x - 24)
 x = 0