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Suppose the Variables X and Y Represent Real Numbers, And \begin{array}

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suppose the variables x and y represent real numbers, and L(x,y):x<yG(x):x>0P(x):x is a prime number. \begin{array} { l l l } L ( x , y ) : x < y & G ( x ) : x > 0 & P ( x ) : x \text { is a prime number. }\end{array} Write the statement in good English without using any variables in your answer.
- xy[G(x)(P(y)L(x,y))]\forall x \exists y [ G ( x ) \rightarrow ( P ( y ) \wedge L ( x , y ) ) ]

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