which is a set of collinear points?
A: G, H J
B: H, L, G
C. G, I, K
D. K, J, G
then w\hat is the answer
whats the answerrrrrrrrr
HELP PLZ
the answer is C
To determine which set of points are collinear, we need to understand what collinear means. Collinear points are points that lie on the same straight line.
Let's analyze each set of points to see if they are collinear:
A: G, H, J
To determine if these points are collinear, we can visualize them on a coordinate plane or draw a line connecting them. If the line passes through all the points, they are collinear. If not, they are not collinear.
B: H, L, G
Again, we need to visualize these points on a coordinate plane or draw a line connecting them. If the line passes through all the points, they are collinear. If not, they are not collinear.
C: G, I, K
Once again, we can visualize these points on a coordinate plane or draw a line connecting them. If the line passes through all the points, they are collinear. If not, they are not collinear.
D: K, J, G
Just like before, we can visualize these points on a coordinate plane or draw a line connecting them. If the line passes through all the points, they are collinear. If not, they are not collinear.
By performing the above analysis, we should find that points A (G, H, J) and D (K, J, G) are collinear.