Five Variable K Map

Question

F(a,b,c,d,e) = min terms are {0,4,6,8,12,13,14,15,16,17,18,21,24,25,26,28,29,31}

obtain the minimal

1) SOP form.

2) POS form.

Using 5 Variable K map.

Comments

check it! is it correct??

SOP--> A'D'E' + A'BC + A'CE' + BCE + AD'E + ABD' + AC'E'

POS--> (A + B + E')(A + C + E')(A + C + D')(B + D' + E')(C + D' + E')(A' + B + C' + E)(A' + C' + D' + E)

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Yeah I am also getting same set of sop AND pos terms,
What are Selective Prime Implicant.

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I got the same SOP and POS as mentioned above by Nitish.

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@ manu00x 

 @joshi_nitish

Do you know what are the selective prime implicant?

Acc to me, it should be the implicant or group of no of ones in which all the 1 have more than one choice to merge to either groups.

Is it right.