7.06 Solving further equations

7 x + 17 = 45

4 x + 9 = 25

2 t + 13 = 35

7 m + 18 = 39

12 p + 3 = 51

2x + 14 = 20

6y + 4 = 34

3q + 9 = 12

-9 n + 8 = -55

- 5 t + 27 = 17

8u + 12 = -12

11x + 38 = 27

7y + 38 = 3

13 x - 2 = 24

5 t - 15 = 15

29 m - 8 = 21

11 x - 22 = 22

2p - 17 = 3

9q - 4 = 23

6n - 29 = 7

-7s - 23 = 19

12m - 7 = -19

-4x - 29 = -13

\dfrac{x}{3} + 2 = 7

\dfrac{q}{2} + 18 = 25

\dfrac{s}{7} + 14 = 5

\dfrac{m}{5} + 13 = 22

\dfrac{p}{11} - 3 = 3

\dfrac{n}{8} - 5 = 4

\dfrac{p}{13} - 11 = -7

\dfrac{x}{12} + 2 = -6

\dfrac{s}{4} + 15 = 31

\dfrac{x}{6} + 25 = 17

\dfrac{47 + m}{15} = 3

\dfrac{r+11}{5} = 7

\dfrac{m+26}{17} = 3

\dfrac{t-5}{4} = 8

\dfrac{q-17}{3} = -4

9 \left( x + 2 \right) = 27

2 \left( p + 9 \right) = 28

6 \left( x + 5 \right) = 54

13 \left( s - 7 \right) = 143

11 - \dfrac{x}{6} = 9

14 = 3 r - 7

3 \left( 12 - x \right) = 90

\dfrac{-2 + n}{6} = -15

17 - 8 s = -7

8\left( 2 + s \right) = -32

10 = 2x + 6

-15 -5x = 10

11 = \dfrac{x+1}{2}