A number 428 in duodenary (base 12) is to be added to C10 in tredinary (base 13). The sum will be subtracted
A number 428 in duodenary (base 12) is to be added to C10 in tredinary (base 13). The sum will be subtracted
Chapter6: Looping
Section: Chapter Questions
Problem 8RQ
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![A number 428 in duodenary (base 12) is to be added to C10 in tredinary (base 13). The sum will be subtracted
from 10211 in undinary (base 11). What is the difference in senary (base 6)?
What is the difference in senary (base 6)?](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fffc2ae6a-0ab1-41fc-b4a7-26254b48b5e5%2F001970df-5a32-4520-bf21-e16aa247e0f3%2Fr8o17j_processed.png&w=3840&q=75)
Transcribed Image Text:A number 428 in duodenary (base 12) is to be added to C10 in tredinary (base 13). The sum will be subtracted
from 10211 in undinary (base 11). What is the difference in senary (base 6)?
What is the difference in senary (base 6)?
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