Ответ:
№1 а
№2 а) (9/2; 10)
б) (54/37; 34/37)
Объяснение:
№1
а) 

3(5+3y) +2y = 4
15+9y+2y=4
15+11y=4
11y=-11
y= -1
x= 5+3*(-1) = 2
Ответ: (2; -1)
б) 

2x-3(6-3x) = 7
2x-18+9x = 7
-18+11x = 7
11x = 25
x = 25/11
y = 6-3* (25/11) = -(9/11)
Ответ: (25/11 ; - 9/11)
Нам подходит только система под буквой А
( ты можешь просто подставить (2; -1) в системы и сразу получить результат, но я не знаю, разрешают вам так делать или нет, поэтому расписала системы )
№2
а) 

4* 9/2 -y = 8
2*9-y = 8
18-y = 8
y = 10
Ответ: (9/2; 10)
б) 

3x+17(-2+2x) = 20
3x-34+34x = 20
37x-34 = 20
37x = 54
x = 54/37
y = -2+2* (54/37) = -2 + 108/37 = 34/37
Ответ: (54/37; 34/37)