Question: Given a Boolean function f(x,y,z), where function values are: f(0,0,0) = f(0,1,1) = f(0,0,1)= 1. All other values of f(x,y,z) equal to 0. Which of

Given a Boolean function f(x,y,z), where function values are: f(0,0,0) = f(0,1,1) = f(0,0,1)= 1. All other values of f(x,y,z) equal to 0. Which of the following are valid minterms in the SOP expansion of fixy,z)? [Hint: choose three. Do not guess, as wrong answers carry negative grades] xyz *+y+z

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