Firstly
, then and
is not true. Check it.
Regarding quadratic congruences in the form, where p i s a prime
1. How exactly do you solve for quadratic congruences in this form?
This is an example from online: , then and . I do not understand the jump from the first step to the next.
2. In this form, :
From one website, it said to:
i.Let and
ii. Then get which is the I have above
ii. Then substitute y = 2ax + b back into the solutions of and solve for x.
*How do you solve for a linear congruence in this form (for example):
Thank you for reading. Any help is greatly appreciated.