by ABCDEFG user157844
Last Updated June 12, 2019 08:20 AM

How can we manage a large exponent and set it to a perfect square or something?

I only started with $n^3 + 3n \equiv 0 \ mod \ 180 \ $ and $n^3 + 3n \equiv -2 \ mod \ 180 \ $

but it seems not sure that coverage all of answers or not.

If I have deal with $(n^3 + 3n+1)^{36} \equiv 1 \ mod \ 180 \ $I can't transform it to a perfect cube.

I'm appreciate for your help.

- ServerfaultXchanger
- SuperuserXchanger
- UbuntuXchanger
- WebappsXchanger
- WebmastersXchanger
- ProgrammersXchanger
- DbaXchanger
- DrupalXchanger
- WordpressXchanger
- MagentoXchanger
- JoomlaXchanger
- AndroidXchanger
- AppleXchanger
- GameXchanger
- GamingXchanger
- BlenderXchanger
- UxXchanger
- CookingXchanger
- PhotoXchanger
- StatsXchanger
- MathXchanger
- DiyXchanger
- GisXchanger
- TexXchanger
- MetaXchanger
- ElectronicsXchanger
- StackoverflowXchanger
- BitcoinXchanger
- EthereumXcanger