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What is the decimal from of 3b4?
- a)846
- b)848
- c)946
- d)948
- e)None of these
Correct answer is option 'D'. Can you explain this answer?
Most Upvoted Answer
What is the decimal from of 3b4?a)846b)848c)946d)948e)None of theseCor...
Explanation:
To convert a number from base 16 (hexadecimal) to base 10 (decimal), we need to multiply each digit by the corresponding power of 16 and then sum up the results.
In the given hexadecimal number 3b4, we have:
- The first digit 3 is multiplied by 16^2 (or 16 * 16) because it is in the leftmost position. This gives us 3 * 256 = 768.
- The second digit b is equivalent to 11 in decimal. It is multiplied by 16^1 (or 16) because it is in the middle position. This gives us 11 * 16 = 176.
- The third digit 4 is multiplied by 16^0 (or 1) because it is in the rightmost position. This gives us 4 * 1 = 4.
Finally, we sum up the results: 768 + 176 + 4 = 948.
Therefore, the decimal form of the hexadecimal number 3b4 is 948.
Answer: Option D) 948
To convert a number from base 16 (hexadecimal) to base 10 (decimal), we need to multiply each digit by the corresponding power of 16 and then sum up the results.
In the given hexadecimal number 3b4, we have:
- The first digit 3 is multiplied by 16^2 (or 16 * 16) because it is in the leftmost position. This gives us 3 * 256 = 768.
- The second digit b is equivalent to 11 in decimal. It is multiplied by 16^1 (or 16) because it is in the middle position. This gives us 11 * 16 = 176.
- The third digit 4 is multiplied by 16^0 (or 1) because it is in the rightmost position. This gives us 4 * 1 = 4.
Finally, we sum up the results: 768 + 176 + 4 = 948.
Therefore, the decimal form of the hexadecimal number 3b4 is 948.
Answer: Option D) 948
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What is the decimal from of 3b4?a)846b)848c)946d)948e)None of theseCor...
964 is right answer
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