Development And Empirical Validation Of Algorithm On Division Of Polynomials For Tenth Grade Students
DOI:
https://doi.org/10.53724/jmsg/v2n2.52Keywords:
Development, Empirical Validation, Algorithm, Polynomial, Division of polynomialAbstract
An important task in the field of education is the improvement in the teaching-learning process. Algorithmic instruction has been widely used with advantages not only in classroom study but also in teaching, in the medicine industry, and in public services in advanced countries. Algorithms as a self – instructional technique needs to be tried out in India. An algorithm not only helps to master new skills but, also lessens the time gap in achieving those skills. With this view and using mathetic style of programming this study was designed for tenth-grade students.
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Aggarwal, Y.P. (1989). Research in Emerging Field of Education- Concepts, Trends and Prospects. New Delhi: Sterling Publishers Pvt. Ltd.
Best, J.W. and Kahn, J.V. (2001). Research in Education. New Delhi: Prentice-Hall of India Pvt. Ltd.
Espich, J. E. and Williams, B. (1917). Developing Programmed Instructional Materials. California: FearonPublishers Inc.
Gilbert, T. F. (1962). Mathetic-The technology Education Journal of Mathetics. Vol.1 and 12.
Good, C.V. (1959). Dictionary of Education. New York: McGraw Hill Book Co.
Hussain, H. (1971) Development of programmed learning material and studying its effectiveness, Master Thesis in Education. M.S.U. (1971), in M.B. Buch. p.319.
Kaul, L. (1997). Methodology of Educational Research. New Delhi: Vikas Publishing House Pvt. Ltd.
Kaur P. (2010): “Development and Empirical validation of a Mathetic Style Programme on ‘Area of cone’ for ninth grade students”. A dissertation submitted at the Department of Education, Kurukshetra University, Kurukshetra.
Kerlinger, Fred, N. (1978). Foundation Of Behavioural Research. New York: Holt, Richard and Winston, Inc.First Indian Reprint.
Kumar Raj (2005): “Algorithm on Quadratic equations for XI grade student”. A dissertation submitted atDepartment of Education, Kurukshetra University, Kurukshetra.
Mukesh (2008): “Development and empirical validation of algorithm on linear equation for tenth grade students ofGovernment Senior Secondary School (Mirzapur)”. A dissertation submitted at the Department of Education, Kurukshetra University, Kurukshetra.
Pandey, K.P. (1980) The first course in Instructional Technology Delhi. Amitabh Prakashan.
Rajvir Singh (2001): “Development and Empirical validation of a Linear Style Programme on ‘Chemical bonding ’for ninth-grade students”. A dissertation submitted at the Department of Education, Kurukshetra University, Kurukshetra.
Sangwan (2006): “Development and Empirical validation of algorithms on ‘Linear equations for tenth-grade students. A dissertation submitted at the Department of Education, Kurukshetra University, Kurukshetra.
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