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Underprivileged students conceptual understanding through Mathematics in a box

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WVSU-M-COE-MTH-2018-AmotoJA-OCR.complete.pdf (402.6Kb)
Datum
2018-10
Autor
Amoto, Jeena A.
Geographic name
Pilipinas TGN
Iloilo TGN
Thesis Adviser
Felimon, Rosemarie G.
Committee Chair
Belarga, Alona M.
Committee Members
Temelo, Dolly Rose F.
Junsay, Merle L .
Metadata
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Zusammenfassung
This mixed methods research aimed to determine the effectiveness of using Mathematics in a Box in the development of conceptual understanding of underprivileged students, describe how underprivileged students developed their conceptual understanding, determine their challenges in learning, and identify their coping strategies. It involved one-group pretest-posttest quasi-experimental design and case study of single case. The 42 participants, Grade 10 students enrolled in Evening Opportunity Class, took the pretest and posttest, and wrote on their journals. Five of them participated in a one-one-interview, and ten joined in the focus group interview. The quantitative data were analyzed with mean, standard deviation, and Paired-Samples Rest. Data gathered through observation, interview, focus group interview, and journals were analyzed through thematic analysis. From developing to above average, the conceptual understanding of the participants increased significantly after intervention. Furthermore, underprivileged students learned when they "saw and touched" the problem, made connections between concrete and abstract, used relevant examples, applied simple rules, recognized the importance of math, and expressed themselves. However, they had difficulty in comprehension, problems in understanding complex rules, misconception in previously taught math concepts, and personal circumstances to deal with. To overcome their problems, they dissected the problem into smaller understandable pieces, spoke in a language that they are comfortable with, studied independently, and reflected on their answer. The results implied that Mathematics in a Box is effective for underprivileged students, but more studies may be conducted to compare it with other teaching strategies in a different group of students.
URI
https://hdl.handle.net/20.500.14353/790
Recommended Citation
Amoto J. A. (2018). Underprivileged students' conceptual understanding through mathematics in a box [Master’s thesis, West Visayas State University]. WVSU Institutional Repository and Electronic Dissertations and Theses PLUS.
Type
Thesis
Keywords
Underprivileged students conceptual understanding mixed method research Mathematics coping strategies Mathematical concepts learning mathematics Grade 10 students Grade 10 NAT National Achievement Test Mathematics curriculum guide effectiveness Symbolic interactionism Concrete manipulatives Mathematics in a Box Students Thinking Inside the Box Go and Multiply Connect the Blocks To Infinity and Beyond Rectangles To Infinity and Beyond Triangles Busy Bee EOC Evening Opportunity Class Iloilo National High School INHS Arithmetic mean Arithmetic Sequence Geometric sequence geometric mean geometric series Fibonacci sequence Harmonic sequence abstractness Mathematical skills Mathematical maturity Math snacks Games and complementary activities Ratios coordinate planes number systems fractions decimals poverty underprivileged families Night classes Alternative Learning System ALS
Schlagwort
Students OCLC - FAST (Faceted Application of Subject Terminology) Mathematics OCLC - FAST (Faceted Application of Subject Terminology) Concepts--Mathematical models OCLC - FAST (Faceted Application of Subject Terminology) Junior high school students OCLC - FAST (Faceted Application of Subject Terminology) Mathematics--Study and teaching (Secondary) OCLC - FAST (Faceted Application of Subject Terminology) Constructivism (Education) OCLC - FAST (Faceted Application of Subject Terminology) Symbolic interactionism OCLC - FAST (Faceted Application of Subject Terminology) Series, Arithmetic OCLC - FAST (Faceted Application of Subject Terminology) Series, Geometric OCLC - FAST (Faceted Application of Subject Terminology) Fibonacci numbers OCLC - FAST (Faceted Application of Subject Terminology) Study skills--Mathematical models OCLC - FAST (Faceted Application of Subject Terminology)
Degree Discipline
College of Education
Degree Name
Masters of Arts in Education
Degree Level
Masters
Physical Description
xv, 161 p. : ill. (col.).
Collections
  • 2. Master's Theses [120]

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