What do you mean by, a = c modb And how do you use this function?
That means that \(c\) is the remainder of \(a/b\).
when c is divided by b, the remainder is a.
@mukushla
\[a\equiv b \ \ \text{mod} \ c\] this means remainder of dividing a by c equals to remainder of dividing b by c for example\[35\equiv 24 \ \ \text{mod} \ 11\]
@mukushla Ohhhh. It doesnt mean that a is the remainder when b is divided by c?
a=b mod c and \(a\equiv b \ \ \text{mod} \ c\) mean different.
Precisely. @hartnn Thanks. What is the name of the two functions?
As in the = one and the other one?
i don't know the name of the function, but first has =(equal to) sign and other has \(\equiv\)(corresponds to) sign
Do you know any web resource where i could learn about them? Andd can you explain whats been done here: http://openstudy.com/users/shubhamsrg#/updates/50574375e4b0a91cdf44f9f0
even i am new to modular arithmetic.....
Ohh. Okay. Thanks for helping anyway!
Join our real-time social learning platform and learn together with your friends!