Question

Question 2 What's 37 10 in unsigned binary (.e. base 2) using 8-bits.

Answer 1

Question 2:
What's 37(base 10) in unsigned binary(i.e. base 2) using 8 bits.
Ans: 00100101

The steps that need to be followed when converting from decimal to unsigned binary is:
1. First of all divide the number by 2
2. Then get the integer quotient and then divide it by 2.
3. Take the remainder part and then add it to the binary from right to left.
4. Continue until the quotient is 0.

Consider this, I represented in the form of (2 | quotient - Remainder)

2 | 37
-------
2 | 18- 1
---------
2 | 9 - 0
----------
2 | 4 - 1
----------
2 | 2 - 0
----------
2 | 1 - 0

Now take out the part, we get 100101 add 2 more 0's to make it 8 bits. Thus we get 00100101
Thus 37(base 10) in unsigned binary(i.e. base 2) using 8 bits is 00100101

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