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The boolean expression ABE+BCDE+BCDE+ABDE+BCDE can be simplified to BE+BDE, if the don't care conditions are:

(A) ABCDE+ABCDE

(B) ABCD+ABCDE+ABCDE

(C) ABCDE+ABCDE+ABCDE

(D) none

ABE+BCDE+BCDE+ABDE+BCDE = ∑m(0,2,4,9,11,13,15,18,31,25)

BE+BDE = ∑m(0,4,9,11,16,20,25,29,31)

missing minterm are 16 20 19 which can't be achieved by any expression given in option so
option D none.

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