Which Two points can be found in the region defined by xy < -3 ? ◻ (2,-5) ◻ (-2,5) ◻ (-1,3) ◻ (1,3) ◻ (2,-5) ◻ (-2,5) ◻ (-1,3) ◻ (1,3)

Name: which two points can be found in the region defined by xy < -3 ? ◻ (2,-5) ◻ (-2,5) ◻ (-1,3) ◻ (1,3) ◻ (2,-5) ◻ (-2,5) ◻
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Question

Which Two points can be found in the region defined by xy < -3 ? ◻ (2,-5) ◻ (-2,5) ◻ (-1,3) ◻ (1,3) ◻ (2,-5) ◻ (-2,5) ◻ (-1,3) ◻ (1,3)

Answer 1

(2,-5), (-2,5)

Answer 2

The question introduces an inequality xy

Question

Which Two points can be found in the region defined by xy < -3 ? ◻ (2,-5) ◻ (-2,5) ◻ (-1,3) ◻ (1,3) ◻ (2,-5) ◻ (-2,5) ◻ (-1,3) ◻ (1,3)

Solution

Answer

Explanation