Suppose G={x E N : x> 1} and H ={-3;-2; -1; 0; 1; 2}

which statement is true?
G=[1;

The statement provided, "G = [1;" is incomplete and cannot be determined to be true or false without further information. The question states that G is a set containing elements from the set of natural numbers greater than 1. However, the statement "G = [1;" only indicates that G is a list or set starting with the element 1, but it does not provide the complete set of elements within G. To determine if the statement is true or false, the complete set of elements in G would need to be given.