D is the Answer
factorization of 1995 yields 5x3x7x19 of which 95x21 is the combination we are interested in.
95x21=1995
the distinct digits are 1,2,9,5
w9 x5 y2 z1
1) X is prime = 95x21=1995 , w=9 , hence A or D. ( where X=5)
2) Z is not prime= 95x21=1995, w=9 hence Only D (where Z = 1) ( Therefore A is rejected)
factorization of 1995 yields 5x3x7x19 of which 95x21 is the combination we are interested in.
95x21=1995
the distinct digits are 1,2,9,5
w9 x5 y2 z1
1) X is prime = 95x21=1995 , w=9 , hence A or D. ( where X=5)
2) Z is not prime= 95x21=1995, w=9 hence Only D (where Z = 1) ( Therefore A is rejected)


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