XY bisects a b at Point G which of the following is true about Point G draw a picture to help you answer the question
My answer is B
Pleast tell me i got this right
I don’t see your answer chocies. Can you show them please?
To determine if point G is bisected by line XY, we need to draw a picture of the situation.
First, draw line XY, and then draw point G on line XY. The position of point G should not matter as long as it lies on line XY.
Now, draw line segment AG extending from point A to point G. Similarly, draw line segment GB extending from point G to point B.
If line XY bisects line AB at point G, it means that line AG is congruent to line BG. In other words, line segment AG is equal in length to line segment GB.
Look at the picture you have drawn and check if line segment AG is equal in length to line segment GB. If they are equal, then point G is indeed bisected by line XY. Otherwise, if they are not equal, then point G is not bisected by line XY.
Based on your answer, you have chosen option B without providing the options. It is not clear what option B refers to. However, determining if point G is bisected by line XY requires visual inspection of the drawn picture to check the equality of the line segments AG and GB.