Answer:
Step-by-step explanation:
3) The Caidoz system is in base 12. The corresponding number in base 12 to the given symbols is
642. Converting 642 in base 12 to base 10, it becomes
2 × 12^0 = 2 × 1 = 2
4 × 12^1 = 4 × 12 = 48
6 × 12^2 = 6 × 144 = 864
Therefore, 642 in base 12 to base 10 would be
2 + 48 + 864 = 914
4) to convert 10000 to Caidoz, it means that we would convert 10000 from base 10 to base 12.
10000/12 = 833 remainder 4(last digit)
833/12 = 69 remainder 5(next digit to the left of the last).
69/12 = 5 remainder 9(next digit to the left)
5/12 = 0 remainder 5(next and final digit to the left)
Therefore, 10000 in base 10 to base 12 is
5954
The corresponding symbols can be chosen
