Answer:
AB = 2x
BE = 2(40) = 80
CG = 2y.
Explanation:
1. AB = 2x: In the given figure, AB is divided into two equal parts by the perpendicular bisector DG. Each part has a length of x. Therefore, AB is equal to twice the length of x, which is expressed as 2x.
2. BE = 2(40) = 80: The length of EG is given as 40, and EG is a perpendicular bisector of BE. Since EG divides BE into two equal parts, each part has a length of 40. Therefore, BE is equal to twice the length of 40, which simplifies to 80.
3. CG = 2y: Similar to AB, CG is divided into two equal parts by the perpendicular bisector FG. Each part has a length of y. Therefore, CG is equal to twice the length of y, which is expressed as 2y.
To determine the exact values of AB, BE, and CG, we need additional information or equations. If you have any more relevant information or equations, please provide them, and I'll be happy to assist you further.