- #1
doggie_Walkes
- 20
- 0
Hey I am just wondeirng if I have to prove a congruence,
such as
c^3 is congruent to d modulo 7,
where d is set of {0,1 ,7}
So in this problem to prove this example all I need to do is prove that it is a equivalence relation?
So it is reflexsive, symmetric, and transitive?
Is this correct?
such as
c^3 is congruent to d modulo 7,
where d is set of {0,1 ,7}
So in this problem to prove this example all I need to do is prove that it is a equivalence relation?
So it is reflexsive, symmetric, and transitive?
Is this correct?