Find the remainder when 32^33^34 is divided by 11	Choose the correct choice from the following answers
A) 22  B) 10  C) 99  D) 76  E) 28
So 32103210 gives remainder 1.   Now we have to write 32^33^34 in this format. So we have to find the remainder 33^34 when divided by 10. The remainder is nothig but unit digit of the number. Click here to learn this concept   33^34 gives unit digit of 9.   So 33^34 = 10 K + 9   323334=32(10K+9)=(3210)K.329323334=32(10K+9)=(3210)K.329   Now this expression when divided by 11 leaves a remainder of 329329 which inturn is equal to (−1)9=−1=10   Answer:10
<result>B</result>
Find the remainder when 32^33^34 is divided by 11