If G is a negative integer, which of the following must be a negative integer?  Answers:	A) G + 1	B) G/2+3	C) G^4	D) G – y	E) G^11
We need to check each option here:   A. G + 1   This will depend on the value of G. Nothing can be said   B. G/2+3   This will depend on the value of G. Nothing can be said   C. G^4   This will always be positive. Even powers of negative numbers are positive and odd powers are negative   D. G – y   This will depend on the value of G. Nothing can be said   E. G^11   This will always be negative. G^11ven powers of negative numbers are positive and odd powers are negative   Correct Option: G^11
<result>E</result>
If G is a negative integer, which of the following must be a negative integer?