00:01
To express the boolean function f equals x plus y z as a sum of min terms, we need to first write the function in terms of all possible combinations of the variables.
00:11
This function involves the variables x, y, and z.
00:15
And we'll consider all the combinations of these variables, and express the function as a sum of min terms.
00:23
So let's write down the truth table for the function.
00:39
All right, so if x, y, and z, we're all.
00:42
0, then yz would be 0, and f would be 0.
00:48
If x and y were 0, x was 1, then y z would be 0, and f would be 0...