ALGORITMA PERKALIAN TANGGA DAN APLIKASI BENTUK TRINOMIAL PADA PEMANGKATAN BILANGAN TIGA DIGIT

Authors

  • Jufri Jufri Universitas Pasir Pengaraian
  • Hera Deswita Universitas Pasir Pengaraian

Keywords:

multiplication of stairs, trinomial

Abstract

This article discusses the generalization of multiplication staircase that originally applied to the binomial coefficients and coefficients trinomial. This generalization will form an algorithm. Furthermore, this article also discusses the application of trinomial forms in the appointment of three-digit numbers

References

J. M. Harris, J.L. Hirs dan M.J. Mossingholtf. 2008. Combinatorics and Graph Theory. New York: Springer.

Munadi, 2011. Aplikasi Rumus Binomial Newton pada Pemangkatan Bilangan Bulat Dua Digit, prosiding Matematika dan Pendidikan Karakter dalam Pembelajaran, A-13(2011), 126-129, FMIPA UNY, Yogyakarta, 2011.

James, C., The Trinomial Triangle, The College Mathematics Journal, 30(2), 1999, pp. 141-142.

Michael, A. K., Generalization's of Pascal's Triangle: A Construction Based Approach, Thesis, Department of Mathematical Sciences, College of Sciences The Graduate College, University of Nevada, Las Vegas, 2011.

Miller, S., Recursions Associated With Pascal's Pyramid. University Oklahoma. PI MU EPSILON, Journal, 4(10), 1969, pp. 417-422.

Oscar, W., Proof and Applications of the Multinomial Theorem and its Relationship with Combinatorics, Extended Essay- Mathematics, Chinese International School, 2011.

Jufri, Sri Gemawati, and M. D. H. Gamal. "Alternatif Menentukan Koefisien Trinomial dengan Perkalian Model Anak Tangga dan Modifikasi Perkalian Bersusun." Jurnal Sains Matematika dan Statistika 1.1 (2015): 48-51.

Downloads