<p> Algebra 1 Chapter 5 Review 80 Lesson 5.1+5.2 Write the equation of a line in slope-intercept form given the following information. Y=mx+b</p><p>1. (2, 3), m = 2 2. (6, 2), m = -½ </p><p>3. (-2, -1) (2, -6) 4. (0, 5) (2, 11)</p><p>5. f(0) = 3, f(4) = 19 6. m = 3, b = -2</p><p>Lesson 5.4: Write the equation of a line in standard form given the following information. ax + by = c (a, b and c are INTEGERS!) 2 7. (-5, -4), m = 8. (3, -2), m = 0 5 9. (4, 9) (4, -1) 10. (-2, 4) (4, 1)</p><p>Lesson 5.5: Write the Equation of a line that is (a) Parallel and (b) Perpendicular to the given line that goes through the given points.</p><p>Remember:  Parallel Lines have the ______slope!  Perpendicular Lines have ______slopes!</p><p>11. (2, -3), y = -2x + 3</p><p>(a) Parallel: (b) Perpendicular:</p><p>12. (0, 3), y = ½x-4</p><p>(a) Parallel: (b) Perpendicular: Homework: Review for Test 5.1 – 5.5 81 Write the equation of a line given the following information.</p><p>4 1. slope = , y-intercept = 5 2. slope = -3, y-intercept = -10 9</p><p>3. (-3, -1), m = 4 4. (8, -4), m = -3</p><p>5. (4, 7) (5, 1) 6. (9, -8) (-3, -2)</p><p>Write the equation in Standard Form.</p><p>7. y = x + 3 8. 2y = ½x – 4</p><p>3 1 9. y = -4x – 1 10. y = x - 4 2 Are the two lines parallel? Why or why not? (Justify your answer.)</p><p>11. y = x + 3; y = 6 + x 12. 3y = x – 9; 3y + x – 3 = 0</p><p>Write the slope of a line that would be parallel to a line with the given equation. (You only need to write the slope!)</p><p>2 13. y = 3x – 4 14. y = - x – 4 3</p><p>Write the slope of a line that would be perpendicular to a line with the given equation. (You only need to write the slope!)</p><p>2 15. y = -x -1 16. y = 3x + 3 5</p><p>17. Write an equation of a line through (-1, 3) that is parallel to y = 2x + 2.</p><p>18. Write an equation of a line through (4, 5) that is perpendicular to y = 3x - 11.</p><p>19. Write the equation of a line with an undefined slope and goes through the point (3,6)</p>