A & B are 2 points on the – axis & y – axis respectively.
P (3, –2) is midpoint of AB. Find the coordinates of A & B, slope of AB & its equation.
A(2 , 0); B(0 , 6); 1/3; 4y – 12 =
A(2 , 0); B(0 , 6); -1/3; y – 12 =
A(2 , 0); B(0 , 6); -2/3; y – 6 = 2
A(6 , 0); B(0 , -4); 2/3; 3y + 12 = 2
A(6 , 0); B(0 , -4); 4/3; y + 8 = 2
The line 3 + 4y = 12 is cut by the x – axis & y – axis at points A & B respectively. Find co-ordinates of the point which divides AB in the ratio 2 : 3
Find the cube of x+2y.
Two points A and B have coordinates (1, 0) and (-1, 0) respectively and Q is a point which satisfies the relation
AQ - BQ = ± 1. The locus of Q is