The four quadrants on the coordinate axes are labelled $1$1 to $4$4 anticlockwise, starting with $1$1 in the quadrant where $\left(2,3\right)$(2,3) lies.
In which quadrant are $x$x and $y$y values both positive?
$2$2
$3$3
$4$4
$1$1
In which quadrant are $x$x and $y$y values both negative?
$1$1
$4$4
$2$2
$3$3
In which quadrant is $x$x positive and $y$y negative?
$4$4
$3$3
$2$2
$1$1
In which quadrant is $y$y positive and $x$x negative?
$2$2
$1$1
$4$4
$3$3
The $x$x and $y$y values of a point on the coordinate plane multiply to give $9$9.
Consider the graph of $y=\frac{2}{x}$y=2x.
The equation $y=-\frac{12}{x}$y=−12x represents an inverse relationship between $x$x and $y$y.