I have found the following congruences:
- $x \equiv 2\mod 5$
- $x \equiv 12\mod27$
- $x \equiv 2\mod4$
How can I solve for x using the Chinese Remainder Theorem? Please include justifications for the steps you take.
How can I find $x$?
I have found the following congruences:
How can I solve for x using the Chinese Remainder Theorem? Please include justifications for the steps you take.
How can I find $x$?