Digits in Units Place of 3-PrimeFactors
Numbers till 1 Trillion

Neeraj Anant Pande

doi:https://doi.org/10.14445/22315373/IJMTT-V52P567

International Journal of Mathematics Trends and Technology

Research Article | Open Access | Download PDF

Volume 52 | Number 7 | Year 2017 | Article Id. IJMTT-V52P567 | DOI : https://doi.org/10.14445/22315373/IJMTT-V52P567

Digits in Units Place of 3-PrimeFactors Numbers till 1 Trillion

Neeraj Anant Pande

Citation :

Neeraj Anant Pande, "Digits in Units Place of 3-PrimeFactors Numbers till 1 Trillion," International Journal of Mathematics Trends and Technology (IJMTT), vol. 52, no. 7, pp. 468-473, 2017. Crossref, https://doi.org/10.14445/22315373/IJMTT-V52P567

Abstract

Owing to unknown pattern of occurrence of primes and numbers based on them, the digits occurring in them at various places have been subject to investigation. In this work, ‘3-PrimeFactors numbers’ which have exactly 3 prime divisors, are considered for digits in their units place. All 3-PrimeFactors numbers less than 1 trillion are analyzed for digit occurrence at units place.

Keywords

Prime number, k-PrimeFactors number, 3-PrimeFactors number, Digits in units place.

References

[1] Benjamin Fine, Gerhard Rosenberger, Number Theory: An Introduction via the Distribution of Primes, (Birkhauser, 2007).
[2] Neeraj Anant Pande, Improved Prime Generating Algorithms by Skipping Composite Divisors and Even Numbers (Other Than 2), Journal of Science and Arts, Year 15, No.2 (31), 2015, 135-142.
[3] Neeraj Anant Pande, Analysis of Primes Less Than a Trillion, International Journal of Computer Science & Engineering Technology, Vol. 6, No. 06, 2015, 332-341.
[4] Neeraj Anant Pande, Analysis of Twin Primes Less Than a Trillion, Journal of Science and Arts, Year 16, No.4 (37), 2016, 279-288.
[5] Herbert Schildt, Java : The Complete Reference, 7th Edition (Tata Mc-Graw Hill 2007).
[6] Neeraj Anant Pande, Low Density Distribution of 2-PrimeFactors Numbers till 1 Trillion, Journal of Research in Applied Mathematics, 2017, Volume 3 ~ Issue 8 (2017) pp: 35-47.
[7] Neeraj Anant Pande, High Density Distribution of 2-PrimeFactors Numbers till 1 Trillion, American International Journal of Research in Formal, Applied & Natural Sciences, 2017, Communicated.
[8] Neeraj Anant Pande, Minimum Spacings between 2-PrimeFactors Numbers till 1 Trillion, Journal of Computer and Mathematical Sciences, Vol. 8 (12), 2017, 769-780.
[9] Neeraj Anant Pande, Maximum Spacings between 2-PrimeFactors Numbers till 1 Trillion, International Journal of Mathematics Trends and Technology, Volume 52, Issue 5, December 2017, 311-321.
[10] Neeraj Anant Pande, Digits in Units Place of 2-PrimeFactors Numbers till 1 Trillion, International Journal of Mathematics And its Applications, 2017, Accepted.
[11] Neeraj Anant Pande, Digits in Units and Tens Place of 2-PrimeFactors Numbers till 1 Trillion, International Journal of Engineering, Science and Mathematics, Volume 6, Issue 8, 2017, 254-273.
[12] Neeraj Anant Pande, Low Density Distribution of 3-PrimeFactors Numbers till 1 Trillion, International Journal of Latest Engineering Research and Applications, 2017, Accepted.
[13] Neeraj Anant Pande, High Density Distribution of 3-PrimeFactors Numbers till 1 Trillion, International Journal of Mathematics and Statistics Invention, 2017, Communicated.
[14] Neeraj Anant Pande, Minimum Spacings between 3-PrimeFactors Numbers till 1 Trillion, Journal of Research in Applied Mathematics, 2017, Communicated.
[15] Neeraj Anant Pande, Maximum Spacings between 3-PrimeFactors Numbers till 1 Trillion, Journal of Computer and Mathematical Sciences, 2017, Communicated.