What is the Binary Bit Value for the following outputs, DO[1] and DO[5]?

To determine the binary bit value for the outputs DO[1] and DO[5], it's essential to understand how binary representation works with multiple outputs. Each digital output corresponds to a specific bit in a binary number, with each bit's position indicating whether the output is on (1) or off (0).

In this case, DO[1] and DO[5] means that we need to set the first and fifth bits of a binary number to 1 while all other bits should remain 0.

The binary representation for these outputs would look like this:

• DO[1]: This corresponds to the second position in binary, representing the value of 2.

• DO[5]: This corresponds to the sixth position in binary, representing the value of 16.

When you add these values together (2 + 16), you arrive at 18. However, to find the correct total in terms of a binary bit value, we reconsider the specific indices of the binary digits based on their position in a zero-indexed system where DO[1] is the first bit (2^0) and DO[5] is the fifth bit (2^4). Thus, the correct addition is:

• DO[1