Uc Supplemental Questionnaire Good Bad

NINTH GRADE FOURTH STUDY FOR THE FOURTH PEPAS


Straight Guide Calculate the slope m and the equation of the line through the points given respectively by then. Plot and conclude the case with the graph as m changes.
1. A: (3, 2) and B: (5, -4)
2. A: (4, -1) and B: (-6, -3)
3. A: (2.5) and B: - (7, 5)
4. A: (5, -1) and B (-5, 6)
5. A: (-3, 2) and B: (-3, 5)
6. A: (4, -2) and B: (-3, -2)
7. A: (6, -7) and B: (1, 9)
8. A: (2.7) and B (-5, 8)
9. A: (12, -3) and B: (6, -5)
10. A: (4, -5) and B: (-3, 6).
Draw the line through P, for each value of m.
11. P: (-3.1) m ½, 1 / 5, -3
12. P: (-2, 4), m -1, -2, -1 / 2
13. Given the line: kx - y = k + 3, determine a value of k for the point P (-3, 7) belongs to this line. Get
in general the equation of the line through point A and satisfies the given condition.
14. A: (2, -1) and its slope is -1 / 2
15. A: (-1, 9) and its slope is 3 / 4
16. A: (-3, 5), parallel to the line x + 3 = y - 1.
17. A: (7, -3), perpendicular to the line 2x + 5y = 8.
18. A: (5, -2) perpendicular to the axis y.
19. A: (-4, 2) parallel to the axis x.
20. A: (-1, 4); slope 2 / 3


Guide Circles Under the following conditions, determine the equation of the circle
1. Center (2, -3), radio 5.
2. Center (-4, 1), diameter 6.
3. Center (1.4) and passing through the point (-3, 2)
4. Center (2, 13), radio
-5 5. Center (-1 / 2, -3) and radio
-3 6. Passing through the points (-1, -1), (-3, 2), (5, 7). Parables


Guide Find the equation of the parabola given the following data. Sketch the graph.
1. Focus (-5.0); guideline 5 - x = 0.
2. Focus (3.0) Guideline x - 1 = 0.
3. Focus (0, -3); guidelines and + 2 = 0.
4. Vertex (0, 0), is open to the left, the length of the straight side is 6.
5. Vertex (0, 0), it opens up, the length of the straight side is 3.
6. Vertex (0, 0); guideline 2x = 5.
7. Vertex (0, 0) and whose focus is the point (3, 0)
8. Horizontal parabola having its vertex at the origin and passing through the point (2, -4).
9. Vertical parabola having its vertex at the origin and passing through the point (-2, -4).
10. Vertex (2, 4); focus on (-3, 4).
11. Vertex at (1, -3); guideline y = 1.
12. Focus on (-1, 7); guideline y = 3.
13. Focus on (3, 4), directrix x = 4
14. Vertex (4, -1), axis + 1 = 0 and passing through the point (3, -3)
15. Vertex (3, -2), axis, x = 3; length of the straight side 6.
16. Guideline, x = -2; axis, y = 4, the length of the straight side is 8.