+1537 Compute 35A811 - 275111 + A0411. Give your answer as a base 11 integer.
(You do not need to include the subscript to indicate the base.)
+129852 35A811 = 3 * 11^5 + 5 * 11^4 + 10 * 11^3 + 8 * 11^2 + 1 * 11 + 1 = 570648
A0411 = 10* 11^4 + 0 * 11^3 + 4*11^2 + 1 * 11 + 1 = 146906
570648 + 146906 = 717554 base 10
Convert back to base 11
717554 / 11 = 65232 R 2
65232 /11 = 5930 R 2
5930 /11 = 539 R 1
539 / 11 = 49 R 0
49 /11 = 4 R 5
4 /11 = 0 R 4
450122
