1. Let's clarify the term "bisects." In geometry, to bisect means to divide something into two equal parts. 2. For example, a line segment bisector divides the segment into two equal lengths. 3. If something "is not right" about bisecting, it could mean the division is not equal or the bisector is not correctly placed. 4. To check if a bisector is correct, measure the two parts it creates; they must be exactly equal. 5. If they are not equal, then the bisector is not accurate or the term "bisects" is being misapplied. 6. Always ensure the bisector passes through the midpoint or the exact center of the object being bisected. 7. In summary, bisecting means equal division, and if the parts are unequal, then it is not a true bisector.