In Moreira 2024 et al., on predictive equations for TPA correction, which CCWO technique produced the **greatest** tibial shortening at high wedge angles?
A. Frederick and Cross
B. Christ et al.
C. Slocum and Devine
D. Oxley et al.
E. All techniques showed equal shortening
Answer: Slocum and Devine
Explanation: Slocum and Devine CCWO had up to 40.9% mTL reduction, the highest among all.
In Moreira 2024 et al., on predictive equations for TPA correction, what was the observed relationship between wedge angle and TPA correction across all four CCWO techniques?
A. A non-linear relationship with substantial inter-technique variability
B. A logarithmic curve due to tibial anatomy constraints
C. A random variation dependent on breed size
D. A linear relationship, regardless of tibial conformation
E. A fixed correction of 1° TPA per 5° wedge
Answer: A linear relationship, regardless of tibial conformation
Explanation: This allowed creation of reliable linear regression models across the techniques.
In Moreira 2024 et al., on predictive equations for TPA correction, which of the following is true regarding the Oxley mCCWO technique?
A. It showed the greatest TLA shift among all techniques
B. It had the least tibial shortening across all wedge sizes
C. It achieved cranial cortical alignment without requiring caudal translation
D. It resulted in the highest predicted postoperative TPA
E. It required the largest wedge angles for correction
Answer: It achieved cranial cortical alignment without requiring caudal translation
Explanation: The Oxley mCCWO did not require caudal translation for cortical alignment, unlike others.
In Moreira 2024 et al., on predictive equations for TPA correction, which technique demonstrated the **highest TLA shift** after cranial cortical alignment?
A. Christ et al.
B. Frederick and Cross
C. Oxley et al.
D. Slocum and Devine
E. TPLO
Answer: Frederick and Cross
Explanation: Frederick and Cross mCCWO showed significantly higher TLA shifts at high wedge angles.
In Moreira 2024 et al., on predictive equations for TPA correction, what was the purpose of the generated corrective equations?
A. To choose the correct implant length
B. To match the contralateral tibial plateau angle
C. To estimate mTL after osteotomy
D. To select wedge angle achieving 5° TPA while accounting for TLA shift
E. To calculate postoperative joint space
Answer: To select wedge angle achieving 5° TPA while accounting for TLA shift
Explanation: Equations allowed precise planning by adjusting for TLA shift and preoperative TPA.