Description
What are all the digits of the factorial of 69 and how many digits ?
What is the gogol number ?
How many integers of the form 10^n+1 are prime ? (like 101)
Want to know if a big integer is prime ? The change mod function indicates when the number is prime.
Want to know the divisors of an integer ? A prime divisor has no inverse modulo this integer.
This is a modulo calculator overpowering almost limitless! (only display is limited !)
With modulo gogol, calculus are exact until 100 digits !
The "n!" button calculates the factorial of an integer from 0 to 2000 (v2.0). Factorial are limited to factorial of 2000!
The "change mod" (change modulo) function indicates when the modulo is prime. There are no limit to the modulo except the display.
The "mod gogol" button set a modulo to 10^100 (gogol number).
You can stoke one number and recall it when you want.
The "Mod" operation indicates the residue modulo N.
The exp function allow modular exponentiation (as + - *)
The "INV" function calculates the inverse of an integer modulo N.
This app is intended for both mathematics teachers and/or their students, or if you are interested in the beauty of numbers.
Enjoy calcMod-ProX !
Les commentaires sont disponibles en français (réglages).
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What is the gogol number ?
How many integers of the form 10^n+1 are prime ? (like 101)
Want to know if a big integer is prime ? The change mod function indicates when the number is prime.
Want to know the divisors of an integer ? A prime divisor has no inverse modulo this integer.
This is a modulo calculator overpowering almost limitless! (only display is limited !)
With modulo gogol, calculus are exact until 100 digits !
The "n!" button calculates the factorial of an integer from 0 to 2000 (v2.0). Factorial are limited to factorial of 2000!
The "change mod" (change modulo) function indicates when the modulo is prime. There are no limit to the modulo except the display.
The "mod gogol" button set a modulo to 10^100 (gogol number).
You can stoke one number and recall it when you want.
The "Mod" operation indicates the residue modulo N.
The exp function allow modular exponentiation (as + - *)
The "INV" function calculates the inverse of an integer modulo N.
This app is intended for both mathematics teachers and/or their students, or if you are interested in the beauty of numbers.
Enjoy calcMod-ProX !
Les commentaires sont disponibles en français (réglages).
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App Info
- Category
- Education
- Publisher
-
Alain Cardinaux
- Languages
- English
- Recent release
- 2.0 (2 years ago )
- Released on
- Nov 22, 2018 (5 years ago )
- Also available in
- Switzerland, Japan, Pakistan, Italy, South Korea, Kuwait, Kazakhstan, Lebanon, Mexico, Malaysia, Nigeria, Netherlands, Norway, New Zealand, Peru, Philippines, India, Poland, Portugal, Russia, Saudi Arabia, Sweden, Singapore, Thailand, Türkiye, Taiwan, Ukraine, United States, Vietnam, South Africa, Dominican Republic, Argentina, Austria, Australia, Azerbaijan, Belgium, Brazil, Belarus, Canada, Chile, China, Colombia, Germany, Denmark, United Arab Emirates, Algeria, Ecuador, Egypt, Spain, Finland, France, United Kingdom, Greece, Hong Kong SAR China, Hungary, Indonesia, Ireland, Israel
- Last Updated
- 1 month ago