Prime Factors Calculator
Prime Factors Calculator APK
1.3 ․ 6 years agoFree ․ AMITAVA CHAKRAVARTY (AC) ⇣ Download APK (322.06 KB)
This app helps one to factorise numbers into its prime factors.
What's Prime Factors Calculator APK?
Prime Factors Calculator is a app for Android, It's developed by AMITAVA CHAKRAVARTY (AC) author.
First released on google play in 8 years ago and latest version released in 6 years ago.
This app has 519 download times on Google play
This product is an app in Education category. More infomartion of Prime Factors Calculator on google play
A number is required to be entered and then the app will give its prime factorisation in the product form.
First it will display the number in the form of two numbers, not necessarily prime, and then will give the prime factors of the above two mentioned numbers.
Thus, you get the prime factorisation of a large number (billion or trillion or more) which could have taken much time if done manually!!!
E.g.: 1234567890
1234567890=617283945*2
With the help of this app we get the prime factorisation of 1234567890 as 2*3*3*5*3607*3803.
This app is mainly for education purpose.
Drawbacks:
******The app may be unresponsive for some numbers ( say more than 30 digits number) whose prime factors are veey large or for a very large number, as it may take a longer time for the aforesaid numbers.
Given enough time it could factorize a very large number like 123456789987654321123456789987654321
****Please scroll vertically to view the complete result of the output
First it will display the number in the form of two numbers, not necessarily prime, and then will give the prime factors of the above two mentioned numbers.
Thus, you get the prime factorisation of a large number (billion or trillion or more) which could have taken much time if done manually!!!
E.g.: 1234567890
1234567890=617283945*2
With the help of this app we get the prime factorisation of 1234567890 as 2*3*3*5*3607*3803.
This app is mainly for education purpose.
Drawbacks:
******The app may be unresponsive for some numbers ( say more than 30 digits number) whose prime factors are veey large or for a very large number, as it may take a longer time for the aforesaid numbers.
Given enough time it could factorize a very large number like 123456789987654321123456789987654321
****Please scroll vertically to view the complete result of the output
