If $x< y $ and $z< 0$ then : |
$x+ z > y-z $ $\frac{x}{z} < \frac{y}{z}$ $\frac{x}{z} > \frac{y}{z}$ $x+z > y + z $ |
$\frac{x}{z} > \frac{y}{z}$ |
The correct answer is Option (3) → $\frac{x}{z} > \frac{y}{z}$ $x<y$ [Given] $⇒\frac{x}{z} > \frac{y}{z}$ [$∵ z<0$ [Given]] |