Поставьте вместо пропуска правильные числа или буквы, чтобы элементы соответствовали а) 3х-2_=0 б)3(_-у)+2=2х в)14_-4х=2_+12 г)2(х-_)+3(у-2)=_

1a) 5x + (3x - 7) = 9     б) 3y - (5 - y) = 11    в) 48 = 11 - (9a + 2)         
5x + 3x - 7 = 9                  3y - 5 + y = 11         48 = 11 - 9a - 2
8x = 9 + 7                          4y = 11 + 5             9a = 9 - 48
8x = 16                              4y = 16                   9a = - 39
x = 2                                     y = 4                    a = - (4)1/3
г)13 - (5x + 11)= 6x
13 - 5x - 11 = 6x
- 5x - 6x = 11 - 13
- 11x = - 2
      x = 2/11
2a) (7x + 1) - (6x + 3) = 5
7x + 1 - 6x - 3 = 5
x = 5 - 1 + 3
x = 7
б)(8x + 11) - 13 = 9x - 5
8x + 11 - 13 = 9x - 5
8x - 9x = - 5 - 11 + 13
- x = - 3
x = 3
в) 2 = (3x - 5) - (7 - 4x)
2 = 3x - 5 - 7 + 4x
- 3x - 4x = - 5 - 7 - 2
- 7x = - 14
x = 2
г) 8x + 5 = 119 + (7 - 3x)
8x + 5 = 119 + 7 - 3x
8x + 3x = 119 + 7 - 5
11x = 121
x = 11

15*(X+3)*(X-5) + 10*(X+2)*(X-5) +6*(X+2)*(X+3) \ 30*(X+2)*(X+3)*(X-5) = 2

15*(X^2-2X-15) +10*(X^2-3X-10) +6*(X^2+5X+6) = 60*(X+2)*(X+3)*(X-5)

 15X^2 - 30X - 225 + 10X^2 - 30X - 100 +6X^2 +30X + 36 =

= 31X^2 - 30X - 289

60*(X+2)*(X+3)*(X-5) = 60*(X^2+5X+6)*(X-5) = 60*(X^3 - 19X -30) = 60X^3 - 1140X - 1800

31X^2 - 30X - 289 = 60X^3 - 1140X - 1800

60X^3 - 31X^2 - 1110X - 1511 = 0

Берём производную:

180X^2 - 62X - 1110X = 0  

2*(90X^2 - 31X - 555) = 0

D = 961 - 4*90*(-555) = 961 + 199800=200761   V D = 448

X1 = 31 + 448 \ 180 = 2.6

X2 = 31 - 448 \ 180 = - 417\180 = - 2.3