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BCD equivalent of (345)10 is:
- a)0011 1001 1010
- b)1001 1001 1111
- c)0011 0100 0101
- d)0101 1100 1001
Correct answer is option 'C'. Can you explain this answer?
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Most Upvoted Answer
BCD equivalent of (345)10 is:a)0011 1001 1010b)1001 1001 1111c)0011 01...
BCD (Binary-Coded Decimal) is a coding scheme that represents decimal numbers using a combination of four binary digits. Each decimal digit from 0 to 9 is represented by a unique 4-bit binary code. To find the BCD equivalent of a decimal number, we convert each decimal digit to its corresponding 4-bit binary code.
Given that the decimal number is (345)10, we can convert each digit individually to its BCD equivalent.
Conversion of 3:
The decimal digit 3 is represented in BCD as 0011.
Conversion of 4:
The decimal digit 4 is represented in BCD as 0100.
Conversion of 5:
The decimal digit 5 is represented in BCD as 0101.
Therefore, the BCD equivalent of the decimal number (345)10 is 0011 0100 0101.
The correct answer is option 'C' (0011 0100 0101).
Let's summarize the steps involved in finding the BCD equivalent of the decimal number (345)10:
1. Convert each decimal digit individually to its BCD equivalent:
- 3 is represented as 0011.
- 4 is represented as 0100.
- 5 is represented as 0101.
2. Combine the BCD representations of each digit to form the BCD equivalent of the decimal number:
- Concatenate the BCD codes obtained in step 1 from left to right.
- The BCD equivalent of (345)10 is 0011 0100 0101.
In this case, option 'C' (0011 0100 0101) is the correct BCD equivalent of the decimal number (345)10.
Given that the decimal number is (345)10, we can convert each digit individually to its BCD equivalent.
Conversion of 3:
The decimal digit 3 is represented in BCD as 0011.
Conversion of 4:
The decimal digit 4 is represented in BCD as 0100.
Conversion of 5:
The decimal digit 5 is represented in BCD as 0101.
Therefore, the BCD equivalent of the decimal number (345)10 is 0011 0100 0101.
The correct answer is option 'C' (0011 0100 0101).
Let's summarize the steps involved in finding the BCD equivalent of the decimal number (345)10:
1. Convert each decimal digit individually to its BCD equivalent:
- 3 is represented as 0011.
- 4 is represented as 0100.
- 5 is represented as 0101.
2. Combine the BCD representations of each digit to form the BCD equivalent of the decimal number:
- Concatenate the BCD codes obtained in step 1 from left to right.
- The BCD equivalent of (345)10 is 0011 0100 0101.
In this case, option 'C' (0011 0100 0101) is the correct BCD equivalent of the decimal number (345)10.
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Community Answer
BCD equivalent of (345)10 is:a)0011 1001 1010b)1001 1001 1111c)0011 01...
A Binary Coded Decimal (BCD) is a type of binary representation for decimal values where each digit is represented by its 4-bit binary equivalent.
Binary-coded decimals are an easy way to represent decimal values, as each digit is represented by its own 4-bit binary sequence which only has 10 different combinations.
The following represents the 4-bit binary representation of decimal values:
The BCD equivalent of 345 is 0011 0100 0101
Binary-coded decimals are an easy way to represent decimal values, as each digit is represented by its own 4-bit binary sequence which only has 10 different combinations.
The following represents the 4-bit binary representation of decimal values:
The BCD equivalent of 345 is 0011 0100 0101
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BCD equivalent of (345)10 is:a)0011 1001 1010b)1001 1001 1111c)0011 0100 0101d)0101 1100 1001Correct answer is option 'C'. Can you explain this answer?
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