Multilevel Approach to Exploring Predictors of College Readiness in Reading and Mathematics

2020 ◽  
Vol 7 (10) ◽  
pp. 364-378
Author(s):  
Bidya Raj Subedi ◽  
Clement Russell

For high school graduates and non-graduates, this paper explored significant student and school level predictors of college readiness in reading and mathematics for 9,952 students from 52 schools in one of the largest school districts in the United States. This study employed a two-level Hierarchical Generalized Linear Model (HGLM) that included student level (level-1) and school level (level-2) predictors in order to predict three categories of college readiness formed in combination with high school graduates and non-graduates. The results presented the list of significant predictors and across-school variances for predicting college readiness in reading and mathematics. The results found several academic, behavioral, and demographic predictors at student and school levels producing significant effects on college readiness in reading and mathematics. The across-school variance components for predicting the probabilities of mastery in college readiness both in reading and mathematics are found significant.

2018 ◽  
Vol 8 (4) ◽  
pp. 146
Author(s):  
Bidya Raj Subedi ◽  
Mark Howard

For low achieving (at-risk) high school graduates, this article identified significant student and school level predictors of college readiness in reading and mathematics. This study employed a two-level hierarchical generalized linear model (HGLM) to explore the fixed and random effects. The study included 36 high schools where 3,784 students in reading and 2,903 students in mathematics with achievement levels 1 and 2 in both subjects were selected from one of the largest school districts in the United States. At the student level, grade point average (GPA), exceptional student education (ESE), English language learner (ELL), and Hispanic status of students were significant. At the school level, percentage of teachers with National Board certification, percentage of teacher effectiveness and advance degrees as well as average years of teaching experience were significant in predicting college readiness. The effect sizes, which ranged from .29 to .37, were determined to be small.


Author(s):  
Kaufui V. Wong ◽  
Baochan D. Do ◽  
William Hagen

At the end of secondary education, the students of the United States are behind most advanced countries in science and mathematics. The main problem lies in the fact that the United States education system does not have a clear focus in their teaching of math and science through primary and secondary schools. According to the United States Department of Education, only 22 of the 50 states in the U.S. require that three years of math and science be taught in order to graduate from high school. This puts students of the United States at a disadvantage against the rest of the competitors on the global marketplace. This lack of uniformity in the United States is the reason that high school graduates are behind other developed countries in their math and science scores and subsequently less Americans are graduating from universities in the sciences. These facts could contribute detrimentally to the economic progress in the United States. To remedy this lack of American scientists and engineers, the United States needs to have a comprehensive system to encourage the study of math and science from primary school all the way to implementation in the economic marketplace.


2001 ◽  
Vol 15 (3) ◽  
pp. 195-210 ◽  
Author(s):  
William B Walstad

The teaching of economics at the high school level is vital for increasing basic economic literacy. This assessment of high school economics in the United States covers seven topics: enrollments in courses; course content; the testing of students; achievement in economics courses; economics instruction in related courses; teacher preparation for economics instruction; and the contributions from organizations and economists. Significant improvements are found in the teaching, content, and testing of high school economics over the past two decades, but more work is needed because a formal course in economics is taken by less than half of high school graduates.


Author(s):  
Beny Septian Panjaitan And Rahmad Husein

This study aimed at analyzing the cognitive dimension based on Revised BloomTaxonomy in reading questions in Look Ahead an English Course for Senior HighSchool Level 1, 2, & 3. This study used quantitative research design. The sampleswere 141 reading questions which taken by using random sampling technique byusing Statistical Program for Social Science (SPSS) version 20.0. in Look Aheadan English Course for Senior High School Level 1, 2, & 3. The data were analyzedby using Table analysis of cognitive dimension of Revised Bloom Taxonomy. Theanalysis showed that the most dominant cognitive dimension of Revised BloomTaxonomy in remembering dimension (57.45%). The second dominant cognitivedimension is understanding dimension (26.24%). The third dominant cognitivedimension is evaluating dimension (10.64%). The fourth dominant cognitivedimension is creating dimension (3.55%). The fifth dominant cognitive dimension isanalyzing dimension (2.13%). There was no cognitive dimension of applyingdimension that applied in reading question of the textbooks.


1961 ◽  
Vol 20 (3) ◽  
pp. 134-140 ◽  
Author(s):  
Anthony Leeds

Few courses in anthropology have been taught as such at the high school level in the United States. Nevertheless, both in high schools and in elementary schools, and more particularly in the private schools, information which the anthropologists consider their own special interest has been used. Thus, children may be taught information about the Eskimo, apparently the favorite culture to represent the non-Western world and almost undoubtedly the only primitive one existing in the curriculum-makers' Baedeker, although an occasional bow in made to the American plains or Southwest. Now and then, studies of the major Asian countries are made whose focus is cultural rather than properly geographical. Other cultures, ranging up to the most complex, ordinarily appear to be brought into a curriculum more as functions of the description of the locations inhabited by humans than as descriptions, informed by some conception as to the nature of culture, of the specific cultures themselves. In short, one may safely assert, I believe, that the students get some sense of the variations exhibited by societies but mostly as curiosa and oddities of peculiar peoples. They do not get a sense of the cultural necessities of variation and differences as these derive from the technological articulations with environment. Rather, variation and differences are presented as if they were more or less accidentally associated with particular kinds of geographic features. Children appear rarely to be taught that there is such a class of events as technologies which can systematically be studied like geography or economics. Rather, they become familiar only with technical activities which they see as scattered hither and yon rather planlessly on the earth's far-away surfaces, activities such as camel-herding here, rice-paddy planting there. Certainly they get no sense of the effects of technology as a formal determinant of social structure and as conditioners of ideologies; far less are they presented, or do they achieve, a notion of culture as a total system. Much less are they led to see culture as a system which operates by its own laws, which has its own distinguishing characteristics and process, and whose variants cannot be reduced to any known ultimate value hierarchy. Thus, by learning mere esoterica, they are prevented from learning the fundamental first step required of all anthropologists, the scientific and ethical principle of cultural relativism. Consequently, too, they are prevented from learning the kind of perspective on world, culture, and self which anthropology can afford.


2011 ◽  
Vol 113 (7) ◽  
pp. 1435-1476
Author(s):  
Matthew Militello ◽  
Jason Schweid ◽  
John Carey

Background/Context Today we have moved from the debate of student opportunity to post-secondary educational setting to 100% access. That is, today's high school settings have been charged with preparing “college ready” graduates. Educational policy has leveraged mandates and sanctions as a mechanism to improve college placement rates, especially in high schools with a high percentage of low-income students. However, little empirical evidence exists to assist us in understanding how college readiness is actualized for low-income students. Focus of Study The purpose of this study was to identify specific strategies that schools employ to raise college application and attendance rates for low-income students. Research Design This study investigated 18 College Board Inspiration Award winning or honorable mention high schools across the United States. Phone interviews with all 18 schools informed the selection of five case study high schools. Data collection included interviews and observations with high school educators, parents, students, and other community members. Findings In this study, we describe evidence within and across the five case schools using a framework that was generated from the first phase of this study. These schools effectively improved college readiness by developing collaborative practices around: (1) Program Management, (2) External Partnerships, (3) Leadership, (4) College-focused Intervention Strategies, (5) Achievement-oriented School Culture, (6) Parental Outreach, (7) Systemic, Multileveled Intervention Strategies, (8) Use of Data, (9) Development and Implementation of Inclusive School Policies, and (10) Routinizing or Offloading Routine or Mundane Tasks. Conclusions/Implications This study operationalizes what effective practices look like in high schools with low-income students. The findings move beyond normative models to be implemented across sites to illustrations of exemplar practices that can guide collaborative efforts to enact the specific tasks necessary to improve college readiness for students.


2020 ◽  
Vol 3 (1) ◽  
pp. 77-100
Author(s):  
Antonia Dwi Raharti ◽  
Tri Nova Hasti Yunianta

The study aims to identify kinds of high school students’ misrepresent in doing their tasks and to provide the appropriate scaffolding as a solution to help the students. This is a qualitative descriptive research. The research subject consists of three junior high school students who have different abilities in Mathematics. They were selected out of 92 students. This research studied the conceptual errors, procedural mistakes, and students’ technical mistakes in working on the problems based on the stages of Kastolan mistakes and the scaffoldings given. Furthermore, the data were collected by using the way of testing, interviewing and documenting techniques. The research data were guarantee validated with the triangulation method. The result of the research showed that there were some errors done by the students in doing the tasks. They were the conceptual errors, procedural mistakes, and technical errors. The scaffoldings given to help the students do the tasks for Level 1 (environmental provisions), Level 2 (explaining, reviewing dan restructuring), and Level 3 (developing conceptual thinking).


Author(s):  
Michael McDonald ◽  
◽  
Yulei Pang

This paper will discuss the correlation between the SAT and the Math Inventory Test. Many school districts adopted the Math Inventory as a tool to measure student growth from grades kindergarten through high school. The Math Inventory is a computer-administered test that gives students math problems spanning from counting to high school level math. When completed, the students are given a quantile measure, much like a Lexile score for reading skill. The purpose of this study is to figure out if success on the Math Inventory is a good indicator for performing well on the SAT. For most high schools around the United States, objectives and lessons are aligned with those of the SAT. The goal of high school teachers is for students to excel on the SAT so that they can go to college, which means the tests used in middle school should be aligned with that goal. If the Math Inventory is not, then it might not be a very good use of school time and resources. Data was analyzed from the 2017-2018 school year from ten different high schools in an urban school district to determine the correlation between Math Inventory score, and the math score/sub scores of SAT/PSAT. The value of the Pearson’s correlation coefficient is used to suggest a fairly moderate positive relationship between these two variables.


2009 ◽  
Vol 111 (9) ◽  
pp. 2101-2126
Author(s):  
Xin Ma

Background/Context There has been little research on the relationship between mathematics and science coursework in secondary school. Purpose of Study The present analysis explored the patterns of science course-taking in relation to the patterns of mathematics course-taking among high school graduates. Research Design Using data from the 2000 High School Transcript Study (N = 20,368), secondary analysis was performed in the form of multilevel models with students nested within schools to document a strong relationship between mathematics and science course-work patterns. Findings/Results Results highlighted that (1) taking more courses in advanced mathematics was related to taking more courses in advanced science (this relationship remained strong even after adjustment for student-level and school-level variables); (2) the more courses that students took in advanced mathematics, the more likely it was that student and school characteristics would join in to select students into taking more courses in advanced science; (3) many high school graduates complied with graduation requirements by taking limited non-advanced mathematics and science coursework during high school; and (4) mathematics coursework was necessary but insufficient to promote advanced science coursework. Conclusions/Recommendations State governments are encouraged to prescribe not only the number but also the content of mathematics and science courses required for high school graduation. School personnel such as career counselors are encouraged to help promote better coursework of students in mathematics and science.


1962 ◽  
Vol 9 (6) ◽  
pp. 330-335
Author(s):  
Arden K. Ruddell

Many groups have proposed and prepared programs for improving mathematics instruction at the junior high school level.1 Most of these programs have reemphasized the importance of insight, meaning, discovery, and understanding as the content and structure of mathematics has been reorganized. The various modern mathematics programs for Grades 7 and 8 appear to have one central purpose in common—the improvement of the general mathematical competence of all people.


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