Review Linear Equations 1. Find the slope of the line for each of the following: a) π¦ = 2π₯ + 5 b) π¦ β 3 = 3 2 (π₯ + 2) c) d) A(-2, 3) and B(3, 4) 2. Given the following slopes of a line: Slope of line Slope of a parallel line Slope of a perpendicular line 5 β3 2 β 16 4 5 3. Graph the following : π¦ = 2π₯ + 4 2π₯ + 3π¦ = 10 2 π¦ + 2 = β (π₯ + 5) 4. To join a gym, Frank pays a start-up fee of $89, plus a monthly fee of $25. a) Write an equation for the total cost, C dollars, for n months at the gym. b) Suppose Frank went to the gym for 15 months. What would the total cost be? c) Suppose the total cost was $314. For how many months did Frank use the gym? 3 5. Write an equation of a line for the following: 5 a) m= 5, y-int = -9 b) goes through the point (-2, 5) and has a slope of c) goes through the points (-3, 2) and ( 5,4) d) goes through the point (9, 10) and is parallel to π¦ = 2π₯ + 3 6. Write the following equations in standard form: a) π¦ = 2 3 π₯ + 5 b) π¦ = β4π₯ + 5 7. Write the equation of the following lines: 8. State the domain and range of each relation and determine if the relation is a function. a) b) c) 2 d) e) f) 9. 10. For π(π₯) = 3π₯ β 2, find: a)π(3) 11. For π(π₯) = β5π₯ + 2 a) π(π₯) = β3 b)π(β4) b) π(π₯) = 7 c)π(2π₯ β 1) c)π(π₯) = β12
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