Yeah i know these:
5^2003=3 mod7
5^2003=4 mod11
5^2003=8 mod13
and 1001=7x11x13
but i couldnt find that 5^2003=y(mod1001)
can anyone express clearly how to conclude this problem by using chinese remainder theorem?
thanks in advance.
Yeah i know these:
5^2003=3 mod7
5^2003=4 mod11
5^2003=8 mod13
and 1001=7x11x13
but i couldnt find that 5^2003=y(mod1001)
can anyone express clearly how to conclude this problem by using chinese remainder theorem?
thanks in advance.