I. 0xBED is a hexadecimal therefore we need to convert it to decimal first for ease of conversion. The calculation would just need B = 11, E = 14, and D = 13.
Then we just continuously divide the number by 3 and take the remainder in each step.
NUMBER REMAINDER
3053 2
1017 0
339 0
113 2
37 1
12 0
4 1
1 1
0
Finally we read the remainders from bottom to top to get the number's base 3 representation.
ANSWER: 11012002 (base 3)
ii. We can easily convert the decimal 3217 to binary by continuously dividing the number by 2 and taking the remainder in each step.
NUMBER REMAINDER
3217 1
1608 0
804 0
402 0
201 1
100 0
50 0
25 1
12 0
6 0
3 1
1 1
0
Then, we just read the remainder from bottom to top to get the decimal's binary representation.
ANSWER: 110010010001 (base 2)
Answer:
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Am still in A-level, am doing Physics, chemistry, Maths and ICT.
I have an A in physics, B in Chemistry and Maths and A† in ICT
I cant be taking these pills when im in thethey say i be cappin a lot
<u>Answer:</u>
- <em>A. divide the decimal number by the base value 2</em>
- <em>C. note the remainder separately</em>
- <em>D. divide by 2 until she gets 0 as the remainder</em>
- <em>B. collect the digits in the reverse order</em>
<u>Explanation:</u>
When we want to convert decimal number to a binary number first we have divide the given number by 2. The next step is to note the reminder of the number in the side every division so that the reminder value is the binary value. Repeat this until an zero is encountered.
We have to collate all the remainders from last of first and then the collated number is the answer for the given problem.
<em>So the given option can be ordered as,
</em>
- <em>A</em>
- <em>C</em>
- <em>D</em>
- <em>B</em>
Answer:
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Hope this helps!