Question: 1. (14) Suppose that X = Y {x | x N and x is odd} {y | Y EN and y is prime} {z |

1. (14) Suppose that X = Y {x | x N

1. (14) Suppose that X = Y {x | x N and x is odd} {y | Y EN and y is prime} {z | z E N and z is a multiple of 3} Z = Describe each of the following sets, and if possible, give a few of its elements. For example, for XnY, it is the set of all odd primes (2 is the only even prime number) {3,5, 7, 11, 13, ...}. (a) (6) (C) (d) (e) (f) (g) XnZ Y AZ Z-Y X-Y X (Y NZ) (Y Z) - X ( XY)nz

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