Each of the following phrases describes a point in the Cartesian (rectangular) coordinate system. Enter the coordinates $x$ and $y$ of the point.
The point is located 5 units to the left of the $y$ axis and 2 units above the $x$ axis.
x= and y=
The point is located 10 units to the right of the $y$ axis and 4 units below the $x$ axis.
x= and y=
The coordinates of the point have equal absolute value, the point is in the second quadrant, and the distance of the point from the origin is 2.
x= and y=
Hint: use "sqrt(z)" to denote the square root of a number $z$.
The point is the origin.
x= and y=
The point is on the positive $x$ axis 10 units from the origin.
x= and y=
Hint: If you get stuck draw a picture.