**Math (PS)**

Two sets are defined as follows:

If a number is taken from set at random and another number is taken from set at random, what is the probability that the sum of these numbers is a prime integer?

(A)

(B)

(C)

(D)

(E)

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**Verbal (SC)**

People can debate the aesthetic merits of these overwrought, disquieting, sometimes gruesome works of art, but no one can dispute their creators' mastery of the paintbrush as a blunt instrument.

(A) but no one can dispute their creators' mastery of the paintbrush as a blunt instrument.

(B) but none can dispute their creators' mastery of the paintbrush as a blunt instrument.

(C) but not a one can dispute their creators' mastery of the paintbrush as a blunt instrument.

(D) but no person can dispute their creators' mastery of the paintbrush as a blunt instrument.

(E) but none can dispute to their creators' mastery of the paintbrush as a blunt instrument.

Answers to the questions:

**D**,

**B**
For explanations please see these threads:

math and

verbal
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each of A can take at least one of B to sum a prime:

A:(2 3 4 4 4)

B:(0 0 1 1 1

1 2)

A+B=Prime

2+0=2

2+1=3

3+0=3

3+2=5

4+1=5

4+1=5

4+1=5

7 possible pairs of how many? 3 of B and 5 of A, thus 3*5=15, 7/15

D)7/15