Asked by Meka
2,874 to base five
Answers
Answered by
MathMate
The difference between the decimal system and a number of any other base is what each digit represents.
For example, in the decimal system, the first digit on the right represents units, the second, tens (10^1), hundreds (10^2), etc.
By dividing a decimal number by five, the remainders will be successively the digits from left to right.
Take for an example, 2631
2631/5=526 R1 (units digit)
526/5=105 R1 (digit for 5)
105/5=21 R0 (digit for 5^2=25)
21/5=4 R1 (digit for 5^3=125)
4/5=0 R4 (digit for 5^4=625)
So the number 2631=41011<sub>5</sub>
So proceed the same way for 2874 and post for answer check if you wish.
For example, in the decimal system, the first digit on the right represents units, the second, tens (10^1), hundreds (10^2), etc.
By dividing a decimal number by five, the remainders will be successively the digits from left to right.
Take for an example, 2631
2631/5=526 R1 (units digit)
526/5=105 R1 (digit for 5)
105/5=21 R0 (digit for 5^2=25)
21/5=4 R1 (digit for 5^3=125)
4/5=0 R4 (digit for 5^4=625)
So the number 2631=41011<sub>5</sub>
So proceed the same way for 2874 and post for answer check if you wish.
Answered by
zach
4,888
Answered by
Anonymous
42,444 base 5
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