Find the fundamental conjunction made up from the variables w, x, y, z, or their complements, where the value of the conjunction is 1 precisely when:

w=x=0, y=z=1

So is this question asking us to find an equation that would equal 1 and at the same time use (in this question) w=x=0 and y=z=1?

Would notX(y)+ yz work? notx(y)= 1(1) and y(z)= 1(1) 1+1=1