Suppose that N can be written in base 6 as \(531340_6\) and in base 8 as \(124154_8\) . In base 10, what is the remainder when N is divided by 210?
5 x 6^5 + 3 x6^4 + 1 x 6^3 + 3 x 6^2 + 4 x 6 + 0 = 43116 43116/210 = 205 R 66
+537 
+36915 
