The line `3x+2y=24` meets the y-axis at `A` and the x-axis at `Bdot` The perpendicular bisector of `A B` meets the line through `(0,-1)` parallel to the x-axis at `Cdot` If the area of triangle `A B C` is `A` , then the value of `A/(13)` is________

Line 3x + 2y =24 meets x-axis at A and y- axis at B and perpending bisector of AB meets the line passing through (0,1) and parallel to x-axis at C. Area of Delta ABC is

The line 3x-2y=24 meets x-axis at A and y-axis at B. The perpendicular bisector of AB meets the line through (0, -1) and parallel to x-axis at C. Then C is: (A) (-7/2,-1) (B) (-15/2,-1) (C) (-11/2,-1) (D) (-13/2,-1)

Statement -1 : The line 3x + 2y = 24 meets the coordinates axes at A and B , and the perpendicular bisector of AB meets the line through (0,-1) parallel to the x-axis at C . The area of Delta ABC is 91 square units . Statement-2 : Area of the triangle with vertices at (a,0) , (0,b) and (a , b) is ab/2 sq. units .

" The line "4x+3y=-12" meets x-axis at the point "

The line l in Fig14.14 meets X-axis at A(-5,0) and Y-axis at B(0,-3).

Find the equation of the line through (2,3) which is (i) parallel to the x-axis and (ii) parallel to the y-axis.