2 thoughts on “three points p q and R are collinear find the area of a triangle pqr”
Answer:
If three points are collinear, no triangle is being formed. So, the area of triangle PQR will be 0.
Step-by-step explanation:
A set of points is collinear if there is a line which contains all the points of the set. Basically, it means that the points all lie on the same line, so there isn’t really a triangle to start with. Therefore, the area will be 0, since the three points don’t form a triangle.
Answer:
If three points are collinear, no triangle is being formed. So, the area of triangle PQR will be 0.
Step-by-step explanation:
A set of points is collinear if there is a line which contains all the points of the set. Basically, it means that the points all lie on the same line, so there isn’t really a triangle to start with. Therefore, the area will be 0, since the three points don’t form a triangle.
Answer:
the area of the traingle is zero .