Plot (X, Y) and select the quadrant in which the point lies.
The graph is part of your answer.
Graph the point then select the quadrant that contains it.
Quadrant:
QUADRANT
graph.movablePoint.coord
if (guess[0] === 0 && guess[1] === 0) {
// TODO: Replace this string with "" when clues are added
return $._("Drag the orange point on the graph to the right position.");
}
return guess[0] === X && guess[1] === Y;
graph.movablePoint.setCoord(guess);
Coordinates are listed as (\blue{x},\green{y}).
So, for ( \blue{X}, \green{Y} ) our x-coordinate
is \blue{X} and our y-coordinate is \green{Y}.
The x-coordinate tells how far we move to the right from the origin and the
y-coordinate tells us how far we move up from the origin.
Since our x-coordinate is positive,
we move \blue{abs( X )} to the right.
Since our x-coordinate is negative,
we move \blue{abs( X )} to the left.
Since our y-coordinate is positive,
we move \green{abs( Y )} up.
Since our y-coordinate is negative,
we move \green{abs( Y )} down.
Move the point to ( \blue{X}, \green{Y} ) at the marked point above.
Now that we have our point plotted, we can figure out the quadrant.
By convention, quadrants are named with a capital \text{Q} and a roman numeral,
starting in the upper right quadrant as \text{QI} and rotating counter-clockwise.
Since our point is in the upper right portion of the graph,
the quadrant is \purple{\text{QUADRANT}}.
Since our point is in the lower right portion of the graph,
the quadrant is \purple{\text{QUADRANT}}.
Since our point is in the upper left portion of the graph,
the quadrant is \purple{\text{QUADRANT}}.
Since our point is in the lower left portion of the graph,
the quadrant is \purple{\text{QUADRANT}}.