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(iv) y = 6 12. Find the gradient and the equation of the line passing through the points: (i) A (-2, 1) and B (3, -4); (ii) A (4, -2) and B (2, -3); 13. A straight line passes through the points P(-1, 4) and Q(5, -2). It intersects x-axis and at the points A and B respectively and M is the mid-point of AB. Find: (i) the equation of the line; (ii) the co-ordinates of A and B; (iii) the co-ordinates of M. 14. A(2, 3) and B (-2, 5) are two given points. Find: (i) the gradient of AB; (ii) the equation of AB; (iii) the co-ordinates of the point, where AB intersects x-axis( 5. A straight line passes through the points A(2, -4) and B(5, -2). Find: (i) the slope of the line AB; (ii) the equation of the line AB; (iii) the value of k, if AB passes through the point P(k + 3, k - 4). If A(3, 4), B(7, -2) and C(-2, -1) are the vertices of a \triangle ABC, write down the median through the vertex C. The vertices of a \triangle ABC are A(2, -11), B(2, 13) and C(-12, 1).

          (iv) y = 6
12. Find the gradient and the equation of the line passing through the points:
(i) A (-2, 1) and B (3, -4);
(ii) A (4, -2) and B (2, -3);
13. A straight line passes through the points P(-1, 4) and Q(5, -2). It intersects x-axis and
at the points A and B respectively and M is the mid-point of AB.
Find: (i) the equation of the line;
(ii) the co-ordinates of A and B;
(iii) the co-ordinates of M.
14. A(2, 3) and B (-2, 5) are two given points.
Find: (i) the gradient of AB;
(ii) the equation of AB;
(iii) the co-ordinates of the point, where AB intersects x-axis(
5. A straight line passes through the points A(2, -4) and B(5, -2).
Find: (i) the slope of the line AB;
(ii) the equation of the line AB;
(iii) the value of k, if AB passes through the point P(k + 3, k - 4).
If A(3, 4), B(7, -2) and C(-2, -1) are the vertices of a \triangle ABC, write down the
median through the vertex C.
The vertices of a \triangle ABC are A(2, -11), B(2, 13) and C(-12, 1).

(iv) y = 6
12. Find the gradient and the equation of the line passing through the points:
(i) A (-2, 1) and B (3, -4);
(ii) A (4, -2) and B (2, -3);
13. A straight line passes through the points P(-1, 4) and Q(5, -2). It intersects x-axis and
at the points A and B respectively and M is the mid-point of AB.
Find: (i) the equation of the line;
(ii) the co-ordinates of A and B;
(iii) the co-ordinates of M.
14. A(2, 3) and B (-2, 5) are two given points.
Find: (i) the gradient of AB;
(ii) the equation of AB;
(iii) the co-ordinates of the point, where AB intersects x-axis(
5. A straight line passes through the points A(2, -4) and B(5, -2).
Find: (i) the slope of the line AB;
(ii) the equation of the line AB;
(iii) the value of k, if AB passes through the point P(k + 3, k - 4).
If A(3, 4), B(7, -2) and C(-2, -1) are the vertices of a ABC, write down the
median through the vertex C.
The vertices of a ABC are A(2, -11), B(2, 13) and C(-12, 1).

Added by Brandon K.

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