- Home
- Question Answer
- If the equations of the three sides of a triangle are 2x + 3y =1, 3x–2y +6 = 0 and x + y =1, then the orthocentre of the triangle lies on the li
. If the equations of the three sides of a triangle are 2x + 3y =1, 3x–2y +6 = 0 and x + y =1, then the orthocentre of the triangle lies on the li
If the equations of the three sides of a triangle are 2x + 3y =1, 3x–2y +6 = 0 and x + y =1, then the orthocentre of the triangle lies on the line
- (A):13x +13 y = 1
- (B):169x +26 y = -178
- (C):169x + y = 0
- (D):none of these.
Best Answer
Correct Answer:
(B): 169x +26 y = -178Related questions
