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If 25 is written as
11001 (1 × 24 +1 × 23 + 0 × 22 + 0 × 21 +1 × 20),
then how will 101 be written?
11001 (1 × 24 +1 × 23 + 0 × 22 + 0 × 21 +1 × 20),
then how will 101 be written?
- a)1010101
- b)1100111
- c)1101101
- d)1100101
Correct answer is option 'D'. Can you explain this answer?
Verified Answer
If 25 is written as11001 (1 × 24+1× 23+ 0 ×22+ 0 &ti...
Considering the Binary Number System:
101 = (1×26)+(1×24)+(0×24)+(0×23)+(1×22)+(0×21)+(1×20)
Most Upvoted Answer
If 25 is written as11001 (1 × 24+1× 23+ 0 ×22+ 0 &ti...
Converting 101 to binary:
- To convert the decimal number 101 to binary, we need to find the binary representation of the number using the powers of 2.
- Break down 101 into powers of 2: 101 = 64 + 32 + 4 + 1.
- Representing 101 as a sum of powers of 2: 64 (2^6) + 32 (2^5) + 4 (2^2) + 1 (2^0).
Writing 101 in binary:
- Using the powers of 2 representation, we get 101 written in binary as 1100101.
- So, the binary representation of the decimal number 101 is 1100101.
- The correct option from the given choices is option 'D' which is 1100101.
- To convert the decimal number 101 to binary, we need to find the binary representation of the number using the powers of 2.
- Break down 101 into powers of 2: 101 = 64 + 32 + 4 + 1.
- Representing 101 as a sum of powers of 2: 64 (2^6) + 32 (2^5) + 4 (2^2) + 1 (2^0).
Writing 101 in binary:
- Using the powers of 2 representation, we get 101 written in binary as 1100101.
- So, the binary representation of the decimal number 101 is 1100101.
- The correct option from the given choices is option 'D' which is 1100101.
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If 25 is written as11001 (1 × 24+1× 23+ 0 ×22+ 0 × 21+1× 20),then how will 101 be written?a)1010101b)1100111c)1101101d)1100101Correct answer is option 'D'. Can you explain this answer?
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