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3.5 Solve equations Page 196-197 Simplify expression first Dist prop., numbers, then variables, finally mult or division of coefficient #26. 12b − 10b = 6, 12 − 10b = 6 2b = 6 b=3 #30. −120 = −p + 4p −120 = −1p + 4p, − 120 = −1 + 4p −120 = 3p 3p −120 = 3 3 −40 = p or p = −40 #40. 4x = 2x + 14 − 2x − 2x —————————— 4x − 2x = 0 + 14 2x = 14 x=7 #52. 6y + 2 = 7y + 3 all y terms on left side=all number terms − 7y − 7y —————————6y − 7y + 2 = 0 + 3 −1y + 2 = 3 −2 −2 —————————— −1y + 0 = 1, − 1y = 1 y = −1 Do NOW a. 9b = 3b − 18 b. 155 = d − 1 + 3d c. 72 − 13e = 12e − 3 ans a, -3 b. 39 c. 3 Distributive property in equation #60. 9y − 1 = 27 9 ⋅ y + 9−1 = 27 9y − 9 = 27 +9 +9 ——————— 9y + 0 = 36, 9y = 36 1 y=4 #64. −45t + 2 = −8 − 45t + −42 = −8 − 20t − 8 = −8 +8 +8 ——————— −20t + 0 = 0 − 20t = 0 t=0 #72. 3 + 3x − 1 = −18 3 + 3x + 3−1 = −18 3 + 3x − 3 = −18 3x + 0 = −18 3x = −18 x = −6 #78. 2q + 6q − 4 = 24 2q + 6q − 24 = 24 +24 24 2q + 6q = 48 8q = 48 q=6 Do NOW a. 7t − 5 = −70 b. 12 + 4x − 3 = −40 c. 4x = −13 − 3x + 8 ans a. -5 b. -10 c. -3 2