Find the remainder of the division (3^33)/7.	Choose the correct choice from the following answers:
A) 2
B) 3
C) 4
D) 5
E) 6
Find the pattern of the remainders after each power:   (3^1)/7 remainder 3   (3^2)/7 remainder 2   (3^3)/7 remainder 6   (3^4)/7 remainder 4   (3^5)/7 remainder 5   (3^6)/7 remainder 1 --&gt;this is where the cycle ends   (3^7)/7 remainder 3 --&gt;this is where the cycle begins again   (3^8)/7 remainder 2   Continuing the pattern to (3^33)/7 gives us a remainder of 6   Final Answer:   6) 6
<result>E</result>
Find the remainder of the division (3^33)/7.