Name a point that is not collinear with points B and I.
B
1
C С
A
D
G
E
H
One such point is

Answer:
A
Step-by-step explanation:
The only point that is shown that is collinear with points B and I is point C, so you can pick any other point for your answer.
Answer: point A
All points except C are noncolinear with points B and I so one such point will be H.
A three-dimensional object with six equal square faces is called a cube. The cube's six square faces all have the same dimensions.
A cube is become by joining six squares such that the angle between any two adjacent lines should be 90 degrees.
The surface area of the cube = 6 side².
The volume of the cube = side³.
If two or more points are lies on a single straight line then that points will be co-linear.
In a given cube,
Point B, I, and C are making a straight line(side of the cube)
So all three points will be colinear for that line.
Now point C will be colinear with point B and I but all remaining point is not passing through line BI so all point except C will not be co-linear with point B and I.
Hence, All points except C are noncolinear with points B and I so one such point will be H.
To learn more about cubes,
https://brainly.com/question/14075440
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