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Bunuel
If \(x < y < –1\), then which one of the following expressions is positive?


(A) \(–x^2\)

(B) \(y\)

(C) \(x^2y\)

(D) \(x^2y^2\)

(E) \(y – x^2\)

both x& y are -ve so test with all options
IMO D stands out
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Bunuel
If \(x < y < –1\), then which one of the following expressions is positive?


(A) \(–x^2\)

(B) \(y\)

(C) \(x^2y\)

(D) \(x^2y^2\)

(E) \(y – x^2\)

We see that both x and y are negative; thus, x^2 * y^2 is always positive.

Answer: D
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