43 base6 = 4(6^1) + 3(6^0) = 24 + 3 = 27 in base 10.
Now, perform the division 9645 ÷ 27 = 357 remainder 6 in base 10.
Finally, convert the result back to base 6:
357 base10 = 6(6^2) + 1(6^1) + 1(6^0) = 61 base6.
Therefore, 15513 base6 divided by 43 base6 is equal to 61 base6.
To divide 15513 base 6 by 43 base6 , convert both numbers to base 10
15513=1(6^4)+5(6^3)+5(6^2)+1(6^1)+3(6^0)=1296+1080+18+6+3=2565base10
43=4(6^1)+3(6^0)=27
Then, divide 2565 by 27
2565÷27=95 base10
Now, convert the result back to base 6
95÷6=15 remaining 5
15÷6=2 remaining 3
2 ÷6=2 remaining 2
Reading the answer upwards gives us 235 base six
Apologies for the mistake in the previous response. Let's correct it.
To divide 15513 base 6 by 43 base 6, we need to convert both numbers to base 10:
Now, perform the division 2565 ÷ 27 = 95 remainder 0 in base 10.
Finally, convert the result back to base 6:
95 base 10 = 15(6^1) + 5(6^0) = 155 base 6.
Therefore, 15513 base 6 divided by 43 base 6 is equal to 155 base 6.
In converting from base ten to any other base we divide
95 base ten to base six=
95÷6=15 remaining 5
15÷6=2 remaining 3
2÷6=2 remaining 2
reading upwards gives us 235base six
Apologies for the incorrect conversion in the previous response. Let's recalculate it correctly:
To convert 95 base 10 to base 6:
95 ÷ 6 = 15 remainder 5
15 ÷ 6 = 2 remainder 3
2 ÷ 6 = 0 remainder 2
Reading the remainders upwards, the result is 235 base 6.
Therefore, the correct conversion of 95 base 10 to base 6 is 235 base 6.
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