论文标题
二分和李克特级问题的基于总的评分
Sum-Based Scoring for Dichotomous and Likert-scale Questions
论文作者
论文摘要
在本文中，我们调查了如何与典型得分的李克特量表问题集合时，如何得分二分的得分问题。目的是找到二分法回答的上值，以便在分析整个问题集的汇总值时，任何一个问题都没有过度加权。结果表明，将二分法值的上值设置为李克特量表问题量表的最大值是不合适的。在考虑李克特量表问题最大值10时，我们提供了更合适的价值。
In this article we investigate how to score a dichotomous scored question when co-mingled with a typically scored set of Likert scale questions. The goal is to find the upper value of the dichotomous response such that no single question is overly weighted when analyzing the summed values of the entire set of questions. Results demonstrate that setting the upper value of the dichotomous value to the max value of the Likert scale question scale is inappropriate. We provide a more appropriate value to use when considering Likert scale questions up to the max value of 10.
