Any non-zero real numbers x, y such that y≠3 and x/y < (x+3)/(y−3), will satisfy the condition:
Question:
Any non-zero real numbers x, y such that y≠3 and x/y < (x+3)/(y−3), will satisfy the condition:
Any non-zero real numbers x, y such that y≠3 and x/y < (x+3)/(y−3), will satisfy the condition:
Options
Answer: If y<0, then −x<y
Explanation:
Cross multiply the inequality considering the sign of (y−3). Simplify to get −3x < 3y, which gives −x < y. This holds when y<0 based on the inequality constraints.
Explanation:
Cross multiply the inequality considering the sign of (y−3). Simplify to get −3x < 3y, which gives −x < y. This holds when y<0 based on the inequality constraints.
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