I'm trying to find the minimum sum-of-products expression for the function:
f = x1x2'x3' + x1x2x4 + x1x2'x3x4'
I've read over the boolean rules for simplification on this site, but it didn't really help me understand what I should be doing. I attempted to simplify the function by pulling out the common x1 term, but this just produced the function:
f = x1(x2'x3' + x2x4 + x2'x3x4')
Doing that didn't seem to make things any easier.
If someone could just point me in the right direction, I would greatly appreciate it.
f = x1x2'x3' + x1x2x4 + x1x2'x3x4'
I've read over the boolean rules for simplification on this site, but it didn't really help me understand what I should be doing. I attempted to simplify the function by pulling out the common x1 term, but this just produced the function:
f = x1(x2'x3' + x2x4 + x2'x3x4')
Doing that didn't seem to make things any easier.
If someone could just point me in the right direction, I would greatly appreciate it.