Mathedu

Degree: Bachelor of Science (ED)

Course Details:

Mathematics education courses typically cover a range of topics related to teaching mathematics, curriculum development, pedagogical strategies, and assessment methods.


Some common topics you can expect to find in mathematics education courses:


  • Foundations of Mathematics Education: This course provides an overview of the historical, philosophical, and psychological foundations of mathematics education. It explores various theories and perspectives on teaching and learning mathematics.

  • Curriculum Development in Mathematics: This course focuses on designing and implementing effective mathematics curricula. It covers topics such as content selection, sequencing, and alignment with educational standards. Emphasis is placed on developing curricula that promote conceptual understanding, problem-solving skills, and mathematical reasoning.

  • Pedagogical Strategies in Mathematics Teaching: This course explores different instructional approaches and strategies for teaching mathematics. It covers methods for engaging students, promoting mathematical thinking, and addressing diverse learning needs. Topics may include inquiry-based learning, cooperative learning, technology integration, and differentiation.

  • Assessment and Evaluation in Mathematics Education: This course examines various assessment methods and tools used to evaluate student learning in mathematics. It covers topics such as formative and summative assessment, diagnostic assessment, rubrics, and performance-based assessments. Emphasis is placed on using assessment data to inform instruction and support student growth.

  • Mathematical Content for Teachers: This course focuses on deepening teachers' understanding of mathematical concepts and procedures. It covers topics in algebra, geometry, calculus, statistics, and other areas of mathematics. The course aims to strengthen teachers' content knowledge to effectively teach these concepts to students.

  • Technology in Mathematics Education: This course explores the use of technology tools and resources to enhance mathematics teaching and learning. It covers topics such as interactive software, graphing calculators, online resources, and educational apps. Emphasis is placed on using technology as a tool for exploration, visualization, and problem-solving.

  • Classroom Management in Mathematics Education: This course addresses effective classroom management strategies specifically tailored to the mathematics classroom. It covers topics such as creating a positive learning environment, managing student behavior, fostering productive group work, and promoting student engagement.

These are just a few examples of the courses you might encounter in a mathematics education program. The actual course offerings and their descriptions may vary across institutions. It's always a good idea to review the specific course catalog or curriculum of the educational institution you are interested in to get detailed information on the courses they offer.

Mathematics Education at Anchor University

Requirements

The following requirements for admission to Anchor university are listed below.

  • • 160 and above in the UTME.
  • • Credit level passes in five subjects including English Language, Mathematics to form the core course with credit in three other relevant science subject in the following subjects Physics, Chemistry, Biology, Civic education at the Senior Secondary School Certificate (WAEC, NECO, IGSCE, NABTEB e.t.c) or its equivalent.
  • • Mathematics and English language are compulsory.
  • • Students are required to complete a minimum of 120 units for Graduation.

Fees

Course Structure:

A Bachelor of Science(B.SC (ED.)) in Mathematics Education can be earned after three or four years of study at Anchor University.

The majority of staff members who are tutors in their field provide tutorials, classes, and lectures. Many of them are top-tier experts with extensive training in both teaching and research. Educated PhD students and early-career researchers with practical research experience may also conduct some teaching.

  • 1st year

    First Year Courses

    • Core Courses (70%):

    • General Physical Chemistry
    • Introduction to Computer Science
    • Introduction to Teaching Profession
    • Communication in English I
    • Elementary Mathematics I (Algebra and Trigonometry)
    • Mechanics, Thermal Physics and Waves
    • General Physics Laboratory I

    • The courses listed on this page are illustrative and may change.

    Assessment

    • Continuous Assessment.
    • Projects
    • Examination.
    • Pratical
  • 2nd year

    Second Year Courses

    • Core Courses (70%):

    • Computer Programming I
    • Introduction to Educational Psychology
    • EDU 203 200 1 Special Methods I: Subject Methodology I 2 C
    • Mathematical Methods I
    • Sets, Logic and Algebra
    • Linear Algebra I
    • Real Analysis I
    • Introduction to Numerical Analysis
    • Statistical Inference II
    • Statistics for Physical Sciences and Engineering I

    • The courses listed on this page are illustrative and may change.

    Assessment

    • Continuous Assessment.
    • Projects.
    • Examination.
    • Pratical
  • 3rd year

    Third Year Courses

    • Core Courses(70%):

    • Tests and Measurement
    • Special Methods II: Subject Methodology II
    • Educational Technology
    • Metric Space Topology
    • Complex Analysis I
    • Real Analysis II
    • Abstract Algebra I
    • Advanced Calculus I
    • Nigerian Primary/ Secondary School Science Curricula

    • The courses listed on this page are illustrative and may change.

    Assessment

    • Continuous Assessment.
    • Projects.
    • Examination.
    • Pratical
  • 4th year

    Fourth Year Courses

    • Curriculum and Instruction II
    • Special Methods III: Microteaching
    • Educational Administration
    • Research Project
    • Theory of Ordinary Differential Equations
    • Functional Analysis
    • General Topology
    • Mathematical Methods III
    • Advanced Calculus II
    • Research Methods in Science Education
    • Seminar in Science Education

    • The courses listed on this page are illustrative and may change.

    Assessment

    • Continuous Assessment.
    • Projects.
    • Examination.
    • Pratical
The content and format of this course may change in some circumstances.


Some Research Areas


Commutative Algebra and Algebraic Geometry

Commutative Algebra and Algebraic Geometry

Discrete Mathematics and Coding Theory

Discrete Mathematics and Coding Theory

Groups, Semigroups and Topology.

Groups, Semigroups and Topology.

Applied Mathematics and Differential Equations

Applied Mathematics and Differential Equations

Functional Integration

Functional Integration

Operator Theory/Operator Algebras

Operator Theory/Operator Algebras

Mathematics Education

Mathematics Education