The line 
meets the 
-axis at 
and the 
-axis at 
. The perpendicular bisector of 
meets the line through 
parallel to 
-axis at 
. If the area of the triangle 
is 
then the value of 
is
meets the -axis at and the -axis at . The perpendicular bisector of meets the line through parallel to -axis at . If the area of the triangle is then the value of isQuestion ID - 55448 | SaraNextGen Top Answer The line meets the -axis at and the -axis at . The perpendicular bisector of meets the line through parallel to -axis at . If the area of the triangle is then the value of is
The line meets the -axis at and the -axis at . The perpendicular bisector of meets the line through parallel to -axis at . If the area of the triangle is then the value of is
1 Answer
127 votes
Answer Key / Explanation : (7) -
(7)
Line 
meets the axis at 
and 
. Midpoint of 
is 
Equation of perpendicular bisector of 
is
(1)
Now line through 
and parallel to 
axis is 
Co-ordinates of 
where line (1) meets 
is 
Now the area of triangle 
127 votes
Answer Link
127