I would be delighted if someone could give me a hit or help me solve this: find all the integers n such that 147 divides 37n-1. Thanks a lot in advance!!
Follow Math Help Forum on Facebook and Google+
Since $\displaystyle 37(4)-1=147$, we may state $\displaystyle n=147k+4$, where $\displaystyle k\in\mathhbb{Z}$.
God I better go get some sleep, I was looking for something waaaay more complicated. Thanks a lot!