Which of the following is the amount of memory a user is limited to with a 32-bit version of Windows?
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A. B. C. D.B.
The correct answer is B. 4GB.
In computing, a "bit" is the smallest unit of measurement for data, and it can have two possible values: 0 or 1. A 32-bit version of Windows can address a maximum of 2^32 memory addresses, which is equal to 4GB of RAM.
When a computer is running a 32-bit version of Windows, it cannot use more than 4GB of RAM, even if there is more physical memory installed. This is because a 32-bit operating system can only address 4GB of RAM, and this limit cannot be exceeded.
It is important to note that a 64-bit version of Windows can address much more memory than a 32-bit version. Specifically, a 64-bit version of Windows can address up to 2^64 memory addresses, which is an extremely large amount of memory. This means that a computer running a 64-bit version of Windows can use much more than 4GB of RAM, and can take advantage of additional memory if it is installed.
In summary, a user is limited to 4GB of memory when using a 32-bit version of Windows. If a user needs to use more than 4GB of memory, they will need to upgrade to a 64-bit version of Windows.