5) 6 r − 1 + 6 r = 11. 1) 78 = 13 n 2) 48 = −8b 3) v 20 = − 19 20 4) −14 = −20 + n 5) x 9 = −6 6) 2 =. Web pdf, 953.08 kb. 7) −10 = −14 v + 14 v. 7) 5 p − 14 = 8 p + 4.

7) 5 p − 14 = 8 p + 4. 1) 2 t+3=5 2) − t. 9) 42 = 8 m + 13 m. 1) −20 = −4 x − 6 x.

Use the distributive property, combine like terms, use inverse operations, and. 1) 2 t+3=5 2) − t. Use properties of equality to isolate variables and solve algebraic equations.

Solve equations with like terms: 11) 18 = 3(3 x − 6). 3) 8 x − 2 = −9 + 7 x. Equations involving fractions practice questions. 5) 6 r − 1 + 6 r = 11.

1) −20 = −4 x − 6 x. 5) 6 r − 1 + 6 r = 11. 9) 42 = 8 m + 13 m.

7) 5 P − 14 = 8 P + 4.

_____ 1) 12 6 8 7 7 x x x x 1 x x x 2) 9 1 6 7 6 x 3 3) 3 1 10 5 6 11 5x x x x 2 x x x x 4) 6 2 3 1 2 9 12 x 6. Solve each one or two step equation. Solve equations with like terms: Web pdf, 953.08 kb.

5) 6 R − 1 + 6 R = 11.

3) 8 x − 2 = −9 + 7 x. Each problem is different and requires multiple steps in reaching. Use the distributive property, combine like terms, use inverse operations, and. 7) −10 = −14 v + 14 v.

9) −8 = −( X + 4) 11) 14 = −( P − 8) 13) −18 − 6 K =.

Equations involving fractions practice questions. 1) 2 t+3=5 2) − t. 5) 4 m − 4 = 4 m. 1) 78 = 13 n 2) 48 = −8b 3) v 20 = − 19 20 4) −14 = −20 + n 5) x 9 = −6 6) 2 =.

9) 42 = 8 M + 13 M.

11) 18 = 3(3 x − 6). 3) 4 x + 6 + 3 = 17. Solve equations containing absolute values. 1) 6 a + 5 a = −11.

11) 18 = 3(3 x − 6). Equations involving fractions practice questions. Use the distributive property, combine like terms, use inverse operations, and. 9) −8 = −( x + 4) 11) 14 = −( p − 8) 13) −18 − 6 k =. 1) 4 n − 2n = 4 {2} 2) −12 = 2 + 5v + 2v {−2} 3) 3 = x + 3 − 5x {0} 4) x + 3 − 3 = −6 {−6} 5) −12 = 3 − 2k −.