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Bite-Sized Quantitative Reasoning Essays: A Review of Numbers Don’t Lie: 71 Stories to Help Us Understand the Modern World (2020), by Vaclav Smil 《定量推理散文:数字不说谎的评论:帮助我们理解现代世界的71个故事》(2020),瓦茨拉夫·斯米尔著
Q3 Mathematics Pub Date : 2023-07-01 DOI: 10.5038/1936-4660.16.2.1436
S. L. Tunstall
In Numbers Don’t Lie: 71 Stories to Help Us Understand the Modern World(2020), Vaclav Smil draws on his interdisciplinary background in science, public policy, and history to provide readers with 71 short essays that help us better understand aspects of the world–including its people, environment, energy consumption, and present crises (among other things). In most of his essays, Smil utilizes both data and reasoning with data to shed light on diverse topics, with issues ranging from happiness rankings and vaccine payoffs to chicken production and diesel engines. Though the book arguably has some flaws, its easy-to-digest essays–many of which use tools we often teach in quantitative reasoning courses–provide excellent case studies for instructors to use in the classroom.
在《数字不说谎:帮助我们了解现代世界的71个故事》(2020)一书中,瓦茨拉夫·斯米尔利用他在科学、公共政策和历史方面的跨学科背景,为读者提供了71篇短文,帮助我们更好地了解世界的方方面面,包括人、环境、能源消耗和当前的危机(以及其他)。在他的大多数文章中,Smil利用数据和数据推理来阐明不同的主题,从幸福感排名和疫苗收益到鸡肉生产和柴油发动机。尽管这本书可以说有一些缺陷,但它易于消化的文章——其中许多使用了我们在定量推理课程中经常教授的工具——为教师在课堂上使用提供了极好的案例研究。
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引用次数: 0
An Introduction to The Algebra Revolution 代数革命导论
Q3 Mathematics Pub Date : 2023-07-01 DOI: 10.5038/1936-4660.16.2.1441
Art Bardige
Bardige, Art. 2022. The Algebra Revolution: How Spreadsheets Eliminate Algebra 1 to Transform Education; (Bookbaby) 135 pp. UNSPSC 55111505. The Algebra Revolution: How Spreadsheets Eliminate Algebra 1 to Transform Educationargues that Algebra 1 can be eliminated by teaching mathematics through spreadsheets. Such a change would eliminate the greatest roadblock to student achievement.
Bardige,艺术2022。代数革命:电子表格如何消除代数1以改变教育;(Bookbaby)135页,UNSPSC 55111505。代数革命:电子表格如何消除代数1以改变教育主张通过电子表格教授数学可以消除代数1。这样的改变将消除阻碍学生取得成绩的最大障碍。
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引用次数: 0
MODEL PEMBELAJARAN IMPROVE UNTUK MENINGKATKAN KEMAMPUAN REFLEKTIF MATEMATIS SISWA SMA 改进发展模式鼓励反思性实施小情境材料
Q3 Mathematics Pub Date : 2023-05-12 DOI: 10.46244/numeracy.v10i1.2137
Junaidi, Taufiq, Jabal Ghafur-Sigli, digunakan di kelas, Pendahuluan Matematika, merupakan bagian penting, dari ilmu pengetahuan, sebagian besar, siswa menganggap, sukar untuk dipahami, karena matematika bersifat
Penelitian ini bertujuan untuk mengetahui apakah kemampuan reflektif matematis siswa dapat ditingkatkan melalui penggunaan model pembelajaran IMPROVE. Sampel penelitian ini adalah kelas X MIA 1 dan X MIA 2 di SMA Negeri 1 Geumpang. Soal essay tentang materi sistem persamaan linear tiga variabel digunakan sebagai materi pendukung penelitian. Peneliti menggunakan penelitian eksperimen untuk merancang soal Pretest-Posttest Control Group Design. Uji normalitas dan homogenitas data dengan taraf signifikansi 5% secara statistik digunakan untuk memverifikasi data. Dari hasil analisis data diketahui rata-rata n-gain kelas eksperimen untuk meningkatkan kemampuan reflektif matematis siswa adalah 74,44 dan n-gain kelas kontrol adalah sebanyak 68,07, sehingga dapat disimpulkan kemampuan reflektif matematis siswa yang diajarkan melalui metode IMPROVE dapat meningkat dibandingkan dengan  pembelajaran konvensional. Penelitian ini dapat merekomendasikan penggunaan pembelajaran IMPROVE sebagai metode pembelajaran yang dapat digunakan di kelas.   
本研究的目的是确定是否可以通过使用改进学习模型来提高学生的数学反思能力。本研究样本为X MIA 1级和X MIA 2级高中州1级乘客。本文以线性方程组材料三变量为研究支撑材料。研究人员利用实验研究设计了测试前-测试后对照组设计。使用统计显著水平为5%的数据正态性和同质性检验来验证数据。从已知的数据分析来看,提高数学家反思能力的平均n增益实验类为74.44,n增益控制类为68.07,因此与传统学习相比,改进方法可以提高数学家的反思能力。这项研究可以推荐使用改进学习作为一种可以在课堂上使用的学习方法。
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引用次数: 0
Penggunaan Teknologi Informasi dalam Pembelajaran Kalkulus I Pada Mahasiswa Program Studi Pendidikan Matematika, Universitas Timor 信息技术在微积分中的应用——面向东方大学数学教育专业学生的学习
Q3 Mathematics Pub Date : 2023-05-11 DOI: 10.46244/numeracy.v10i1.1906
Maria Naimnule, J. E. Simarmata, F. Mone
Perkembangan teknologi yang sangat pesat memberikan kemudahan berbagai pihak untuk menggunakannnya sebagai sarana penunjang pendidikan. Geogebra merupakan salah satu media pembelajaran kalkulus I yang dapat dimanfaatkan sebagai alat bantu untuk mendemonstrasikan atau memvisualisasikan dan  mengkonstruksi konsep-konsep secara matematis. Penelitian ini bertujuan untuk mengetahui pengaruh penggunaan teknologi informasi terhadap hasil belajar mahasiswa. Metode yang digunakan dalam penelitian ini adalah metode kuantitatif dengan desain True Experimental Design dengan Pretest  Posttest Control  Group Design. Analisis data dalam penelitian ini menggunakan uji paired sample t test. Berdasarkan hasil pengujian menunjukkan bahwa ada perbedaan atau peningkatan rata-rata hasil belajar mahasiswa dari pre test ke post test  yaitu 55,16 menjadi 70,64, dan hasil out put SPSS  menunjukkan nilai sig (2-tailed) adalah sebesar 0,000 lebih dari . Dengan demikian, penggunaan teknologi informasi berupa aplikasi geogebra dalam pembelajaran kalkulus I pada mahasiswa semester II Program Studi Pendidikan Matematika, FIP, Universitas Timor sangat berpengaruh terdahap hasil belajar mahasiswa. Perkembangan teknologi yang sangat pesat memberikan kemudahan berbagai pihak untuk menggunakannnya sebagai sarana penunjang pendidikan. Geogebra merupakan salah satu media pembelajaran kalkulus I yang dapat dimanfaatkan sebagai alat bantu untuk mendemonstrasikan atau memvisualisasikan dan  mengkonstruksi konsep-konsep secara matematis. Penelitian ini bertujuan untuk mengetahui pengaruh penggunaan teknologi informasi terhadap hasil belajar mahasiswa. Metode yang digunakan dalam penelitian ini adalah metode kuantitatif dengan desain True Experimental Design dengan Pretest  Posttest Control  Group Design. Analisis data dalam penelitian ini menggunakan uji paired sample t test. Berdasarkan hasil pengujian menunjukkan bahwa ada perbedaan atau peningkatan rata-rata hasil belajar mahasiswa dari pre test ke post test  yaitu 55,16 menjadi 70,64, dan hasil out put SPSS  menunjukkan nilai sig (2-tailed) adalah sebesar 0,000 lebih dari . Dengan demikian, penggunaan teknologi informasi berupa aplikasi geogebra dalam pembelajaran kalkulus I pada mahasiswa semester II Program Studi Pendidikan Matematika, FIP, Universitas Timor sangat berpengaruh terdahap hasil belajar mahasiswa.
快速发展的技术使许多人能够利用它作为教育基础。Geogebra是一种微积分学习媒介,它可以作为数学演示或可视化和构建概念的辅助工具。本研究旨在探讨信息技术对学生学习结果的影响。本研究采用的方法是一种基于真体验设计和前期控制组设计的定量方法。本研究采用最完美的t样本测试进行数据分析。测试结果表明,学生从考试前到后测试成绩的平均成绩有差异或增加,即55.16到70.64,而淘汰成绩显示sig (2 tailed)的平均成绩为1万美元。因此,在东帝汶大学(university of帝汶)第二学期数学教育研究项目FIP的学生中,地理布拉(geogebra)应用的信息技术对学生的学习产生了巨大的影响。快速发展的技术使许多人能够利用它作为教育基础。Geogebra是一种微积分学习媒介,它可以作为数学演示或可视化和构建概念的辅助工具。本研究旨在探讨信息技术对学生学习结果的影响。本研究采用的方法是一种基于真体验设计和前期控制组设计的定量方法。本研究采用最完美的t样本测试进行数据分析。测试结果表明,学生从考试前到后测试成绩的平均成绩有差异或增加,即55.16到70.64,而淘汰成绩显示sig (2 tailed)的平均成绩为1万美元。因此,在东帝汶大学(university of帝汶)第二学期数学教育研究项目FIP的学生中,地理布拉(geogebra)应用的信息技术对学生的学习产生了巨大的影响。
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引用次数: 0
ANALISIS EVALUASI PEMBELAJARAN MATEMATIKA SECARA DARING 在线数学学习评估分析
Q3 Mathematics Pub Date : 2023-05-05 DOI: 10.46244/numeracy.v10i1.1872
Mila Fatmawati, M. Rif’at, Dona Fitriawan Sunarti
The background of this research is the use of online evaluation of mathematics learning and cognitive level in end-of-semester assessment questions (PAS) based on the revised Bloom's Taxonomy. The purpose is to find out what types of evaluation tests are used during online learning and the cognitive level contained in the questions. The method used in this research is quantitative research with data collection tools including end-of-semester assessment questions (PAS) for class VIII mathematics, questionnaires, and interview guidelines. Mathematics teacher and 29 students of class VIII are the subjects of this research. From the analysis carried out, the cognitive levels contained in the mathematics PAS questions are; level 1 includes knowing & understanding (C1 & C2), level 2 applying (C3), and level 3 consisting of analyzing (C4), and the types of evaluation tests used are assignments, daily assessments, post-tests, midterm assessments, and end of semester assessment.
本研究的背景是基于修订后的Bloom分类法,在学期末评估问题(PAS)中使用数学学习和认知水平的在线评估。目的是了解在线学习过程中使用的评估测试类型以及问题中包含的认知水平。本研究使用的方法是定量研究,使用数据收集工具,包括第八班数学期末评估问题(PAS)、问卷调查和访谈指南。数学教师和八班29名学生是本研究的对象。从所进行的分析来看,数学PAS问题所包含的认知水平为:;第一级包括了解和理解(C1和C2),第二级应用(C3),第三级包括分析(C4),使用的评估测试类型包括作业、日常评估、后期测试、期中评估和期末评估。
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引用次数: 0
INVESTIGASI AKTIVITAS METAKOGNISI SISWA SMP PEREMPUAN DALAM MENYELESAIKAN SOAL CERITA CERITA管理中的中小企业识别活动调查
Q3 Mathematics Pub Date : 2023-05-05 DOI: 10.46244/numeracy.v10i1.1896
Putri Vivi Novianti, Nurul Aini
Metakognisi sangat diperlukan dalam menyelesaikan soal. Sebab, metakognisi merupakan proses berpikir seseorang tentang bagaimana cara ia membangun strategi yang akan digunakan untuk menyelesaikan suatu masalah. Pada proses metakognisi, terdapat aktivitas metakognisi. Aktivitas metakognisi yaitu perencanaan (planning),  pemantauan (monitoring), dan refleksi (reflection). Tujuan penelitian ini adalah mendeskripsikan secara mendalam aktivitas metakognisi siswa SMP perempuan dalam menyelesaikan soal cerita. Penelitian ini menggunakan penelitian deskriptif kualitatif. Peneliti menggunakan instrumen pendukung yaitu soal tes dan pedoman wawancara. Data di peroleh dengan menggunakan metode tes dan wawancara. Teknik analisis data yang digunakan oleh peneliti dalam penelitian ini adalah reduksi  data, Penyajian data dan penyimpulan data. Hasil penelitian di dapat subjek sadar dalam memahami soal, subjek dapat mengungkapkan dengan jelas alasan menentukan konsep yang terkait dengan soal, tujuan yang diinginkan soal, strategi yang dipilih dan menggunakan strategi itu dengan langkah yang benar. Subjek meyakini dan dapat menjelaskan alasannya dalam menggunakan konsep, menentukan tujuan, menentukan strategi dan saat menyelesaikan soal. subjek melakukan pemeriksaan kembali terhadap setiap langkah yang dibuat dalam menyelesaikan soal dan menjelaskan alasan  perlunya melakukan pemeriksaan kembali tiap langkah. Metacognition is very necessary in solving problems. Because, metacognition is a person's process of thinking about how he or she builds a strategy that will be used to solve a problem. In the process of metacognition, there is metacognitive activity. Metacognitive activities are planning (planning), monitoring (monitoring), and reflection (reflection). The purpose of this study was to describe in depth the metacognitive activities of female junior high school students in solving story problems. This research uses descriptive qualitative research. Researchers used supporting instruments, namely test questions and interview guidelines. Data obtained by using the method of tests and interviews. Data analysis techniques used by researchers in this study are data reduction, data presentation and data inference. The results of the study showed that the subject was aware of the problem, the subject was able to clearly express the reasons for determining the concepts related to the problem, the desired goal of the question, the strategy chosen and using the strategy in the right steps. The subject believes and can explain the reason for using the concept, setting goals, determining strategies and solving problems. the subject re-examines each step made in solving the problem and explains the reason for the need to re-examine each step.
元认知对于解决这个问题是非常必要的。因为元认知是一个向某人思考如何建立解决问题的策略的过程。在元认知过程中,存在元认知活动。元认知活动是计划、监控和反思。本研究的目的是深入描述SMP学生在解决故事中的元认知活动。本研究采用定性描述性研究。研究人员使用与测试和面试有关的辅助工具。使用测试方法和访谈获得的数据。研究人员在本研究中使用的数据分析技术是数据约简、数据处理和数据收集。受试者在理解问题时所意识到的研究结果,受试者可以清楚地表达定义与问题相关的概念的原因、问题的预期目的、所选择的策略以及正确的步骤。受试者相信并能够解释为什么要使用概念、确定目标、确定策略以及解决问题。受试者对解决问题的每一步都进行重新检查,并解释为什么他必须对每一步进行重新检查。元认知在解决问题中是非常必要的。因为,元认知是一个人思考如何制定解决问题的策略的过程。在元认知过程中,存在着元认知活动。元认知活动是计划(计划)、监控(监控)和反思(反思)。本研究的目的是深入描述初中女生在解决故事问题时的元认知活动。本研究采用描述性定性研究。研究人员使用了辅助工具,即测试问题和面试指南。通过测试和访谈的方法获得的数据。研究人员在本研究中使用的数据分析技术是数据约简、数据表示和数据推理。研究结果表明,受试者意识到了这个问题,能够清楚地表达确定与问题相关的概念的原因、问题的预期目标、选择的策略以及在正确的步骤中使用策略。受试者相信并能够解释使用概念、设定目标、确定策略和解决问题的原因。受试者重新审视解决问题的每一步,并解释需要重新审视每一步的原因。
{"title":"INVESTIGASI AKTIVITAS METAKOGNISI SISWA SMP PEREMPUAN DALAM MENYELESAIKAN SOAL CERITA","authors":"Putri Vivi Novianti, Nurul Aini","doi":"10.46244/numeracy.v10i1.1896","DOIUrl":"https://doi.org/10.46244/numeracy.v10i1.1896","url":null,"abstract":"Metakognisi sangat diperlukan dalam menyelesaikan soal. Sebab, metakognisi merupakan proses berpikir seseorang tentang bagaimana cara ia membangun strategi yang akan digunakan untuk menyelesaikan suatu masalah. Pada proses metakognisi, terdapat aktivitas metakognisi. Aktivitas metakognisi yaitu perencanaan (planning),  pemantauan (monitoring), dan refleksi (reflection). Tujuan penelitian ini adalah mendeskripsikan secara mendalam aktivitas metakognisi siswa SMP perempuan dalam menyelesaikan soal cerita. Penelitian ini menggunakan penelitian deskriptif kualitatif. Peneliti menggunakan instrumen pendukung yaitu soal tes dan pedoman wawancara. Data di peroleh dengan menggunakan metode tes dan wawancara. Teknik analisis data yang digunakan oleh peneliti dalam penelitian ini adalah reduksi  data, Penyajian data dan penyimpulan data. Hasil penelitian di dapat subjek sadar dalam memahami soal, subjek dapat mengungkapkan dengan jelas alasan menentukan konsep yang terkait dengan soal, tujuan yang diinginkan soal, strategi yang dipilih dan menggunakan strategi itu dengan langkah yang benar. Subjek meyakini dan dapat menjelaskan alasannya dalam menggunakan konsep, menentukan tujuan, menentukan strategi dan saat menyelesaikan soal. subjek melakukan pemeriksaan kembali terhadap setiap langkah yang dibuat dalam menyelesaikan soal dan menjelaskan alasan  perlunya melakukan pemeriksaan kembali tiap langkah. \u0000Metacognition is very necessary in solving problems. Because, metacognition is a person's process of thinking about how he or she builds a strategy that will be used to solve a problem. In the process of metacognition, there is metacognitive activity. Metacognitive activities are planning (planning), monitoring (monitoring), and reflection (reflection). The purpose of this study was to describe in depth the metacognitive activities of female junior high school students in solving story problems. This research uses descriptive qualitative research. Researchers used supporting instruments, namely test questions and interview guidelines. Data obtained by using the method of tests and interviews. Data analysis techniques used by researchers in this study are data reduction, data presentation and data inference. The results of the study showed that the subject was aware of the problem, the subject was able to clearly express the reasons for determining the concepts related to the problem, the desired goal of the question, the strategy chosen and using the strategy in the right steps. The subject believes and can explain the reason for using the concept, setting goals, determining strategies and solving problems. the subject re-examines each step made in solving the problem and explains the reason for the need to re-examine each step.","PeriodicalId":36166,"journal":{"name":"Numeracy","volume":" ","pages":""},"PeriodicalIF":0.0,"publicationDate":"2023-05-05","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"","citationCount":null,"resultStr":null,"platform":"Semanticscholar","paperid":"47570153","PeriodicalName":null,"FirstCategoryId":null,"ListUrlMain":null,"RegionNum":0,"RegionCategory":"","ArticlePicture":[],"TitleCN":null,"AbstractTextCN":null,"PMCID":"","EPubDate":null,"PubModel":null,"JCR":null,"JCRName":null,"Score":null,"Total":0}
引用次数: 0
EKSPLORASI TRANSFORMASI GEOMETRI PADA MOTIF TENUNAN di KECAMATAN MOLLO SELATAN BERBANTUAN GEOGEBRA
Q3 Mathematics Pub Date : 2023-05-05 DOI: 10.46244/numeracy.v10i1.1904
Ferdinandus Mone, J. E. Simarmata
Matematika yang berkembang di masyarakat budaya sudah ada sebelum adanya pendidikan formal. Matematika ini dipraktekkan dalam aktivitas budaya salah satunya adalah aktivitas tenunan pada masyarakat TTS Desa Noinbila. Konsep-konsep matematika dalam aktivitas menenun merupakan hasil warisan leluhur dari generasi ke generasi pada masyarakat desa Noinbila sampai saat ini.  Penelitian ini bertujuan untuk mengetahui konsep matematika dalam aktivitas menenun tertuma konsep transformasi geometri. Subjek penelitian diambil dengan metode purposive sampling pada sebuah kelompok tenun yaitu kelompok tenun Sehati yang berlokasi di desa Noinbila kabupaten Timor Tengah Selatan (TTS). Objek penelitian dilakukan dengan mengambil 2 sampel tenunan secara incidental saat terjadi proses tenunan. Hasil penelitian menunjukkan adanya konsep transformasi geometri yaitu konsep pergeseran (Translasi), konsep Pencerminan (Refleksi).
在文化界发展起来的数学在正式教育之前就已经存在了。这种数学是在文化活动中实践的。其中之一是在诺因比拉村TTS社区的微妙活动。采矿活动中的数学概念是迄今为止诺因比拉村社区几代人的遗产。本研究旨在找出数学概念在采矿活动中过时的几何变换概念。研究对象采用有目的的抽样方法对位于东南部Noinbila村(TTS)的瘦群体Sehati进行抽样。研究对象是在组织过程发生时偶然采集两个组织样本。研究表明,几何变换有一个概念:平移的概念,反射的概念。
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引用次数: 0
The Development, Validation, and Standardization of a New Tool: The Dyscalculia Test 一种新工具的开发、验证和标准化:计算障碍测试
Q3 Mathematics Pub Date : 2023-03-01 DOI: 10.5038/1936-4660.16.2.1417
Stella Eteng-Uket
This paper describes a study that focused on developing, validating and standardizing a dyscalculia test, henceforth called the Dyscalculia Test. Out of the 4,758,800 students in Nigeria's upper primary and junior secondary schools, l randomly drew a sample of 2340 students, using a multistage sampling procedure that applied various sampling techniques. For data collection, I used the Test of General Reasoning Ability and Paper 1 of the Mathematics Achievement Test section of the 2021 National Common Entrance Examination, as well as the Dyscalculia Test introduced in this paper, which was developed and standardized in stages. My analysis shows that the Dyscalculia Test items effectively zero in on three components: number sense, arithmetic operation, and working memory. Based on my findings, I recommend that school administrators and counselors adopt the Dyscalculia Test to assess students who may be having difficulty in mathematics and arithmetic for proper diagnosis.
本文描述了一项专注于开发、验证和标准化计算障碍测试的研究,因此称为计算障碍测试。在尼日利亚小学高年级和初中的4,758,800名学生中,我随机抽取了2340名学生,使用了应用各种抽样技术的多阶段抽样程序。在数据收集方面,我使用了2021年全国普通入学考试数学水平测试部分的一般推理能力测试和第一卷,以及本文中介绍的计算障碍测试,该测试是分阶段开发和标准化的。我的分析表明,计算障碍测试项目有效地集中在三个组成部分:数字感觉、算术运算和工作记忆。基于我的发现,我建议学校管理人员和辅导员采用计算障碍测试来评估那些可能在数学和算术方面有困难的学生,以进行适当的诊断。
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引用次数: 1
Exploring the Relationship between Quantitative Reasoning Skills and News Habits 探究定量推理能力与新闻习惯的关系
Q3 Mathematics Pub Date : 2023-01-01 DOI: 10.5038/1936-4660.16.1.1430
Bennett Attaway, John Voiklis, Jena Barchas-Lichtenstein, Eric Hochberg, Jim Hammerman, U. Thomas, Nicole LaMarca, Laura Santhanam, Patti Parson
Because people are constantly confronted with numbers and mathematical concepts in the news, we have embarked on a project to create journalism that can support news users’ number skills. But doing so requires understanding (1) journalists’ ability to reason with numbers, (2) other adults’ ability to do so, and (3) the attributes and affordances of news. In this paper, we focus on the relationship between adults’ news habits and their quantitative reasoning skills. We collected data from a sample of 1,200 US adults, testing their ability to interpret statistical results and asking them to report their news habits. The assessment we developed differentiated the skills of adults in our sample and conformed to the theoretical and statistical assumption that such skills are normally distributed in the population overall. We also found that respondents could be clustered into six distinct groups on the basis of news repertoires (overall patterns of usage, including frequency of news use overall and choice of news outlets). As often assumed in the literature on quantitative reasoning, these news repertoires predicted quantitative reasoning skills better than the amount of quantification in the outlets, but they still predicted only a small fraction of the variance. These results may suggest that news habits may play a smaller or less direct role in quantitative reasoning than has previously been assumed. We speculate that the presence (or absence) of quantification in everyday activities – namely work and hobbies – may be a better predictor of adults’ quantitative reasoning, as may additional dimensions of news habits and affective responses to numbers.
因为人们经常在新闻中遇到数字和数学概念,我们已经开始了一个项目,创造新闻,可以支持新闻用户的数字技能。但这样做需要理解(1)记者用数字推理的能力,(2)其他成年人这样做的能力,以及(3)新闻的属性和启示。在本文中,我们关注的是成年人的新闻习惯和他们的定量推理能力之间的关系。我们从1200名美国成年人的样本中收集数据,测试他们解释统计结果的能力,并要求他们报告自己的新闻习惯。我们开发的评估区分了样本中成年人的技能,并符合理论和统计假设,即这些技能在总体人口中呈正态分布。我们还发现,受访者可以根据新闻曲目(使用的总体模式,包括新闻使用的总体频率和新闻媒体的选择)分为六个不同的组。正如定量推理文献中经常假设的那样,这些新闻库比出口中的量化量更能预测定量推理技能,但它们仍然只能预测方差的一小部分。这些结果可能表明,新闻习惯在定量推理中的作用可能比之前假设的要小或不那么直接。我们推测,日常活动(即工作和爱好)中量化的存在(或不存在)可能更好地预测成年人的定量推理,就像新闻习惯和对数字的情感反应的额外维度一样。
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引用次数: 0
Artificial Intelligence, Basic Skills, and Quantitative Literacy 人工智能、基本技能和定量素养
Q3 Mathematics Pub Date : 2023-01-01 DOI: 10.5038/1936-4660.16.1.1438
Gizem Karaali
The introduction in November 2022 of ChatGPT, a freely available language-based artificial intelligence, has led to concerns among some educators about the feasibility and benefits of teaching basic writing and critical thinking skills to students in the context of easily accessed, AI-based cheating mechanisms. As of now, ChatGPT can write pretty convincing student-level prose, but it is still not very good at answering quantitatively rich questions. Therefore, for the time being, the preceding concerns may not be shared by a large portion of the numeracy education community. However, as Google and WolframAlpha are definitely capable of answering standard and some non-standard quantitative queries, a future generation of artificial intelligence including both types of capabilities is not out of the question. So, the issue is still relevant to the readers of this journal. As we continue to focus on the higher-level skills and habits of mind that make up quantitative literacy (QL) and quantitative reasoning (QR), we should not forget that basic literacy and numeracy are still foundational building blocks. While AI is making advances in these basic realms, our human students seem to be losing ground, as implied by the most recent NAEP scores. Here we encourage our readership to focus on what makes QL/QR so challenging to teach, to human as well as artificial intelligences.
ChatGPT是一款免费的基于语言的人工智能考试,于2022年11月推出,这引起了一些教育工作者的担忧,他们担心在容易获取的基于人工智能的作弊机制的背景下,向学生教授基本写作和批判性思维技能的可行性和益处。到目前为止,ChatGPT可以写出相当有说服力的学生水平的文章,但它仍然不擅长回答数量丰富的问题。因此,就目前而言,上述问题可能不会被计算教育界的大部分人所认同。然而,由于谷歌和WolframAlpha绝对有能力回答标准和一些非标准的定量问题,未来一代的人工智能包括这两种能力也不是不可能。因此,这个问题仍然与本杂志的读者有关。当我们继续关注构成定量素养(QL)和定量推理(QR)的更高层次的技能和思维习惯时,我们不应忘记,基本的识字和计算能力仍然是基本的构建模块。当人工智能在这些基本领域取得进展时,我们的人类学生似乎正在失去优势,正如最近的NAEP分数所暗示的那样。在这里,我们鼓励读者关注是什么让QL/QR如此具有挑战性,无论是对人类还是对人工智能。
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引用次数: 4
期刊
Numeracy
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