#Determining the smalleest possible integers using Modulos
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i dont know if im doing this right
i did 3a = 5 ( mod 11)
3a x 3 ^ -1 = 5 x 3 ^-1 ( Mod 11)
a = 5x 4 ( mod 11)
a = 9 ( mod 11)
where inverse of 3 modulo 11 is 4
$5 \equiv 16 \equiv 27 ...$
!𒐪 ɹɐupoɯ⇂ㄥ8𝟝 𒐪!
so you just increase 5 until you get something divisible by 3
+close