首页> 外文期刊>PLoS One >When calculators lie: A demonstration of uncritical calculator usage among college students and factors that improve performance
【24h】

When calculators lie: A demonstration of uncritical calculator usage among college students and factors that improve performance

机译:当计算器撒谎时:大学生在大学生和改善性能的因素中的临界计算器使用的演示

获取原文
           

摘要

Calculators are often unnecessary to solve routine problems, though they are convenient for offloading cognitively effortful processes. However, errors can arise if incorrect procedures are used or when users fail to monitor the output for keystroke mistakes. To investigate the conditions under which people’s attention are captured by errant calculator outputs (i.e., from incorrectly chosen procedures or keystroke errors), we programmed an onscreen calculator to “lie” by changing the answers displayed on certain problems. We measured suspicion by tracking whether users explicitly reported suspicion, overrode calculator “lies”, or re-checked their calculations after a “lie” was presented. In Study 1, we manipulated the concreteness of problem presentation and calculator delay between subjects to test how these affect suspicion towards “lies” (15% added to answers). We found that numeracy had no effect on whether people opted-in or out of using the calculator but did predict whether they would become suspicious. Very few people showed suspicion overall, however. For study 2, we increased the “lies” to 120% on certain answers and included questions with “conceptual lies” shown (e.g., a negative sign that should have been positive). We again found that numeracy had no effect on calculator usage, but, along with concrete formatting, did predict suspicion behavior. This was found regardless of “lie” type. For study 3, we reproduced these effects after offering students an incentive for good performance, which did raise their accuracy across the math problems overall but did not increase suspicion behavior. We conclude that framing problems within a concrete domain and being higher in numeracy increases the likelihood of spotting errant calculator outputs, regardless of incentive.
机译:虽然它们是方便的卸载认知努力的过程,但通常不必解决计算器。但是,如果使用不正确的程序或用户未能监控击键错误的输出时,可能会出现错误。为了调查人们注意被错误的计算器输出捕获的条件(即,从错误地选择的程序或击键错误),我们通过更改在某些问题上显示的答案来编程屏幕计算器以“it”。我们通过跟踪用户明确报告的怀疑,overrode计算器“谎言”来衡量怀疑,或者在“谎言”之后重新检查其计算。在研究1中,我们在受试者之间操纵问题呈现和计算器延迟的具体性,以测试这些影响如何对“谎言”(15%添加到答案)。我们发现,Numeracy对人们无论是选择还是退出计算器,但确实预测他们是否会被疑虑。然而,很少有人表现出疑似。对于学习2,我们在某些答案中增加了“谎言”到120%,并列出了“概念谎言”的问题(例如,应该是积极的负迹象)。我们再次发现,汇编对计算器使用没有影响,但随着具体格式,确实预测了怀疑行为。发现,无论“谎言”类型如何。对于学习3,我们在为学生提供了良好表现的激励之后复制了这些影响,这确实在整体上提高了数学问题的准确性,但没有增加怀疑行为。我们得出结论,混凝土域内的框架问题和数值更高的问题会增加发现错误计算器输出的可能性,无论激励如何。

著录项

相似文献

  • 外文文献
  • 中文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号