Electronics - Arithmetic Operations and Circuits - Discussion

1. 

When 1100010 is divided by 0101, what will be the decimal remainder?

[A]. 2
[B]. 3
[C]. 4
[D]. 6

Answer: Option B

Explanation:

No answer description available for this question.

Nithesh said: (Jan 7, 2011)  
1100010 in decimal=98
o1o1 in decimal=5
hence rem=3

Jack said: (Nov 23, 2014)  
Please explain.

Indira said: (Feb 21, 2015)  
(95+3 or 98)/5 = 19, and 3 remainder.

Komal said: (Jan 14, 2016)  
Could you please elaborate?

Arya said: (Apr 14, 2016)  
This question is solved by the method of binary to decimal conversion.
i.e. Binary has a base 2 and to convert it to decimal, please follow the method.

Suppose 110100 would be like
1*(2^6) + !*(2^5) + 0*(2^4) + 0*(2^3) + 1*(2^1) + 0*(2^0) = 98.
From right to left raise the power like 2 raised to 0 then 2 raised to 1 etc.
Similarly 0101=5.
98/5 leaves us a remainder 3.
So the answer is 3.

Joe said: (Sep 9, 2016)  
98 divided by 5 is 19.6? then how it becomes 3?

Ambi said: (Nov 12, 2016)  
98 divided by 5 in 19 times. Remainder 3 this 3 not divided 5. So the answer is 3.

Lohitha said: (Sep 17, 2018)  
19*5 is 95 and the remainder is 3.

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