Question: Transfrom the follwing function into canonical form as a sum of minterms by using a map. Show both the algebraic expression and the sum of

Transfrom the follwing function into canonical form as a sum of

Transfrom the follwing function into canonical form as a sum of minterms by using a map. Show both the algebraic expression and the sum of indices. Hint: obtain the standard form of the function algebraically and plot it on the map by showing which term corresponds to which map cells. F = (xy + 2)(x + yz)

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