The angle between the side bend and the center bend is unequal in a three-bend saddle.

The angle between the side bend and the center bend is unequal in a three-bend saddle.

• A. False
• B. True
• C. Both are equal
• D. Not specified

Answer: (B)

In a three-bend saddle, the center bend connects to two side bends, and each connection forms its own junction angle. There’s no inherent rule that those two junction angles must be the same. The angles depend on the bend radii, directions, and how the pieces are joined, and tolerances or a non-symmetric design often lead to unequal angles at the left-center and right-center junctions. Only a perfectly symmetric layout with mirrored radii would produce equal angles. So, in general, the angle between a side bend and the center bend is unequal, making this statement true.

In a three-bend saddle, the center bend connects to two side bends, and each connection forms its own junction angle. There’s no inherent rule that those two junction angles must be the same. The angles depend on the bend radii, directions, and how the pieces are joined, and tolerances or a non-symmetric design often lead to unequal angles at the left-center and right-center junctions. Only a perfectly symmetric layout with mirrored radii would produce equal angles. So, in general, the angle between a side bend and the center bend is unequal, making this statement true.