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If in a computer, 16 bits are used to specify address in a RAM, the number of addresses will be ___
  • a)
    216
  • b)
    65,536
  • c)
    64K
  • d)
    128K
  • e)
    135K 
Correct answer is option 'B'. Can you explain this answer?
Most Upvoted Answer
If in a computer, 16 bits are used to specify address in a RAM, the nu...
Addressing in a RAM

Addressing is a process of assigning a unique identity to each memory location in a computer's Random Access Memory (RAM). The number of memory locations that can be addressed in a RAM depends on the number of bits used to specify the address.

16-bit Addressing

If a computer uses 16 bits to specify the address in a RAM, it means that each memory location can be uniquely identified by a 16-bit binary number. The total number of unique binary numbers that can be represented using 16 bits is 2^16.

Calculating the Number of Addresses

To calculate the number of addresses that can be specified using 16 bits, we need to convert 2^16 from binary to decimal.

2^16 in decimal is 65,536. Therefore, the number of addresses that can be specified using 16 bits is 65,536.

Answer

Hence, option B, 65,536 is the correct answer.
Free Test
Community Answer
If in a computer, 16 bits are used to specify address in a RAM, the nu...
2^16=65536..... actually 16 bit pretend to 2 bytes..... which is the size of a integer data type which can store the data from address.... -32767 to 32678..... containing total 65536
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If in a computer, 16 bits are used to specify address in a RAM, the number of addresses will be ___a)216b)65,536c)64Kd)128Ke)135KCorrect answer is option 'B'. Can you explain this answer?
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