Home
Class 11
MATHS
The sides of a triangle are the straight...

The sides of a triangle are the straight lines `x+y=1,7y=x ,` and `sqrt(3)y+x=0` . Then which of the following is an interior point of the triangle? Circumcenter (b) Centroid Incenter (d) Orthocenter

Promotional Banner

Similar Questions

Explore conceptually related problems

The sides of a triangle are the straight lines x+y=1,7y=x , and sqrt(3)y+x=0 . Then which of the following is an interior point of the triangle? (a)Circumcenter (b) Centroid (c)Incenter (d) Orthocenter

The sides of a triangle are the straight lines x+y=1,7y=x , and sqrt(3)y+x=0 . Then which of the following is an interior point of the triangle? (a)Circumcenter (b) Centroid (c)Incenter (d) Orthocenter

The sides of a triangle are the straight lines x+y=1,7y=x , and sqrt(3)y+x=0 . Then which of the following is an interior point of the triangle? (a)Circumcenter (b) Centroid (c)Incenter (d) Orthocenter

The sides of a triangle are the lines x+y=1, 7y=x, and sqrt3y+x=0 , then which of the following are not interior points of triangle?

The sides of a triangle are x+y=1, 7y=x , sqrt3y+x=0 . Then which of the following is an interior point of triangle

Area of triangle formed by straight lines 3x - y = 3, x - 2y + 4 =0 and y =0 is

If the lines x+y=0,x-y=0 and 2x+3y=6=0 are the sides of a triangle and (-2,a) is an interior point of the triangle then a lies