Use the Quine-McCluskey simplification method to find a minimal sum of products representation for the given function. Be sure to create a prime implicant table and circle any essential prime implicants found in the table. If there are any minterms not covered by essential prime implicants, use Petricks method as appropriate to determine which non-essential prime implicants should be used. If all of the minterms are covered by essential prime implicants then Petricks Method is unnecessary and you should comment to that regard.

2. g=m(0,1,2,8,13,15)+d(3,5,6,10,11,12) Prim Petrick's method (if not required, indicate why and say N/A)