Based on the given information, it seems that there are four angles sharing a vertex. Let's assign the angles as Angle M1, Angle M2, Angle M3, and Angle M4.
Given:
Angle M1 = 98
Angle M2 = 82
Angle M3 = 98
Angle M4 = 82
Therefore, Angle M1 and Angle M3 are equal at 98 degrees, while Angle M2 and Angle M4 are equal at 82 degrees. So, the common vertex player with Angle M1 and Angle M2 is not mentioned in the provided information.
Four angles share a vertex and one equals 98M2 equals 82M3 equals 98 and four equals 82 which angle is a vertex player with one
3 answers
Is it angle 234 or none
Based on the given information, it is not possible to determine which angle is the vertex angle with Angle M1 (98) and Angle M2 (82) without additional information. The angle labeled as "234" is not provided in the given information, so it cannot be determined if it is the vertex angle or not.