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 the y-axis at A and the x-axis at B. The perpendicular bisector of AB meets the line through (0,-1) parallel to the x-axis at C. If the area of triangle ABC is A, then the Value of A//13 is _________

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

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________

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________

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________

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________

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 .

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 .