College of Pharmacy and Nutrition, University of Saskatchewan, Saskatoon, Saskatchewan, Canada.
Am J Pharm Educ. 2019 Feb;83(1):6491. doi: 10.5688/ajpe6491.
To identify pharmacy prerequisites associated with academic success in the current Bachelor of Science in Pharmacy (BSP) program and anticipated success in the planned Doctor of Pharmacy (PharmD) program at the University of Saskatchewan. Statistical analysis was conducted on retrospective data of the grades of 1,236 pharmacy students admitted from 2002 to 2015. BSP success was calculated using a weighted average of all required courses within the BSP program. Anticipated success in the PharmD program was calculated from the BSP grades after excluding PharmD prerequisites currently part of the BSP. Models of BSP and PharmD prerequisites and demographic variables associated with pharmacy program success were constructed using stepwise and forced linear regression. For the current BSP program, modelling explained more than half of academic success in year 1. Explicable variance declined each year, explaining less than 20% in year 4. After removing PharmD prerequisites from the program, the BSP prerequisites associated with success were the same as the first model but explained less of the variance in years 1 and 2. Using both BSP and the new PharmD prerequisites explained nearly three-quarters of the variance in year 1 for the remaining pharmacy courses. Explicable variance increased slightly in year 2, declined to approximately two-thirds in year 3 and just over one-half in year 4. Consistency of instructor and course content, along with instructional design and higher-level learning, may explain these stronger associations for the PharmD prerequisites.
为了确定与萨斯喀彻温大学当前药学学士(BSP)课程的学术成功相关的药学前提条件,以及在计划中的药学博士(PharmD)课程中的预期成功。对 2002 年至 2015 年期间录取的 1236 名药学学生的成绩进行了回顾性数据分析。BSP 成功是通过 BSP 课程中所有必修课程的加权平均值计算得出的。PharmD 课程的预期成功是根据 BSP 成绩计算得出的,其中排除了目前作为 BSP 一部分的 PharmD 前提条件。使用逐步和强制线性回归构建了 BSP 和 PharmD 前提条件以及与药学课程成功相关的人口统计学变量模型。对于当前的 BSP 课程,模型在第一年解释了超过一半的学业成功。可解释方差每年都在下降,第四年解释不到 20%。从课程中删除 PharmD 前提条件后,与成功相关的 BSP 前提条件与第一个模型相同,但在第一和第二年解释的方差较小。使用 BSP 和新的 PharmD 前提条件解释了第一年剩余药学课程的近四分之三的方差。第二年的可解释方差略有增加,第三年下降到约三分之二,第四年略高于一半。教师和课程内容的一致性,以及教学设计和高级学习,可能解释了 PharmD 前提条件的这些更强的关联。