Co-ordinate Geometry
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Avg score: 21% • Most missed: “Find the distance of the point A (12,-5) from the origin.”
Co-ordinate Geometry
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25 Questions

1. The centroid of ∆ABC formed by the pointsA (6, - 2), B (4, - 3) and C (- 1, - 4).
2. The area in square unit of triangle formed by the graphs of x=4, y=3 and 3x+4y=12is,
3. The points A(-4,-1), B(-2,-4),C(4,0) and D(2,3) are the vertices of a:
4. If the points A (- 1, 3), B (2, k) and C (5, - 1) are collinear then k is:
5. The equations 2x+3y=2 and 3x+2y =2 meets in:
6. If the slope of a line joining A (2, 5) and B(k, 3) is 4, then k=?
7. Find the distance of the point A (12,-5) from the origin.
8. The points P(- 3, 0), Q(1, - 3) and R(4, 1) are the vertices of
9. The area of a triangle formed by the vertices A (10, - 6), B (2, 5) and C (- 1, 3).
10. The points P(-3, 2), Q(-5-5), R(2-3) and S(4, 4) are the vertices of a:
11. Find the ratio in which C(2, - 5) divides the line AB joining A (- 3, 5) and B (4, - 9).
12. The point (- 15, -7) lies in which quadrant?
13. Find the slope of the line 3x+4y-5 = 0.
14. In which quadrant does the given point (12,-13) lies?
15. Find the distance between the points A (-3, 4) and B (1, 7).
16. The lines 3x-4y+6 =0 and 4x+3y-10 =0 are mutually.
17. Find the slop of the line which passes through the pointsA (- 2, 3) and B (4, - 6).
18. The distance of point P(8, - 6) from the origin is:
19. Find the distance of the point A (12,-5) from the origin.
20. The area in square unit of triangle formed by the graphs of x=4, y=3 and 3x+4y=12is,
21. If points P(2, 3), Q(5, k) and R(6, 7) are collinear, then k=?
22. Find k for which the lines 5x+3y +2=0 and 3x-ky+6= 0 are perpendicular to each other.
23. The distance of point P(8, - 6) from the origin is:
24. The area of a triangle formed by the vertices A (10, - 6), B (2, 5) and C (- 1, 3).
25. The lines 3x-4y+6 =0 and 4x+3y-10 =0 are mutually.

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