Рассмотри изображение вместе с последним сообщением и историей диалога. Сначала определи, это продолжение текущей учебной цели или самостоятельное новое задание.

Решим все уравнения по порядку.

1

\[ 2+3x=-7x-5 \] \[ 3x+7x=-5-2 \] \[ 10x=-7 \] \[ \boxed{x=-\frac{7}{10}} \]

2

\[ -2-3x=2x+1 \] \[ -3x-2x=1+2 \] \[ -5x=3 \] \[ \boxed{x=-\frac35} \]

3

\[ -4x-9=6x \] \[ -4x-6x=9 \] \[ -10x=9 \] \[ \boxed{x=-\frac9{10}} \]

4

\[ -2x-4=3x \] \[ -2x-3x=4 \] \[ -5x=4 \] \[ \boxed{x=-\frac45} \]

5

\[ 3x+3=5x \] \[ 3=5x-3x \] \[ 3=2x \] \[ \boxed{x=\frac32} \]

6

\[ 7+8x=-2x-5 \] \[ 8x+2x=-5-7 \] \[ 10x=-12 \] \[ \boxed{x=-\frac65} \]

7

\[ -3x-9=2x \] \[ -3x-2x=9 \] \[ -5x=9 \] \[ \boxed{x=-\frac95} \]

8

\[ x+3=-9x \] \[ x+9x=-3 \] \[ 10x=-3 \] \[ \boxed{x=-\frac3{10}} \]

9

\[ -4-6x=4x-3 \] \[ -6x-4x=-3+4 \] \[ -10x=1 \] \[ \boxed{x=-\frac1{10}} \]

10

\[ 9+8x=6x-2 \] \[ 8x-6x=-2-9 \] \[ 2x=-11 \] \[ \boxed{x=-\frac{11}{2}} \]

11

\[ 8+7x=9x+4 \] \[ 7x-9x=4-8 \] \[ -2x=-4 \] \[ \boxed{x=2} \]

12

\[ -5+2x=-2x-3 \] \[ 2x+2x=-3+5 \] \[ 4x=2 \] \[ \boxed{x=\frac12} \]

13

\[ 1-10x=5x+10 \] \[ -10x-5x=10-1 \] \[ -15x=9 \] \[ \boxed{x=-\frac35} \]

14

\[ -4+7x=8x+1 \] \[ 7x-8x=1+4 \] \[ -x=5 \] \[ \boxed{x=-5} \]

15

\[ -8x-3=-6x \] \[ -3=-6x+8x \] \[ -3=2x \] \[ \boxed{x=-\frac32} \]

16

\[ -2x-7=-4x \] \[ -2x+4x=7 \] \[ 2x=7 \] \[ \boxed{x=\frac72} \]

17

\[ 6x+1=-4x \] \[ 6x+4x=-1 \] \[ 10x=-1 \] \[ \boxed{x=-\frac1{10}} \]

18

\[ x-2=-3x \] \[ x+3x=2 \] \[ 4x=2 \] \[ \boxed{x=\frac12} \]

19

\[ -5+9x=10x+4 \] \[ 9x-10x=4+5 \] \[ -x=9 \] \[ \boxed{x=-9} \]

20

\[ -x-7=x \] \[ -7=x+x \] \[ -7=2x \] \[ \boxed{x=-\frac72} \]

21

\[ 10(x-9)=7 \] \[ x-9=\frac7{10} \] \[ x=9+\frac7{10} \] \[ \boxed{x=\frac{97}{10}} \]

22

\[ 4(x-6)=5 \] \[ x-6=\frac54 \] \[ x=6+\frac54 \] \[ x=\frac{24}{4}+\frac54 \] \[ \boxed{x=\frac{29}{4}} \]

23

\[ 5(x+4)=-9 \] \[ x+4=-\frac95 \] \[ x=-\frac95-4 \] \[ x=-\frac95-\frac{20}{5} \] \[ \boxed{x=-\frac{29}{5}} \]

24

\[ 4(x-8)=-5 \] \[ x-8=-\frac54 \] \[ x=8-\frac54 \] \[ x=\frac{32}{4}-\frac54 \] \[ \boxed{x=\frac{27}{4}} \]

25

\[ 4(x-2)=-1 \] \[ x-2=-\frac14 \] \[ x=2-\frac14 \] \[ \boxed{x=\frac74} \]

26

\[ 5(x-6)=2 \] \[ x-6=\frac25 \] \[ x=6+\frac25 \] \[ x=\frac{30}{5}+\frac25 \] \[ \boxed{x=\frac{32}{5}} \]