randRangeNonZero( -10, 10 ) randRangeNonZero( -10, 10 ) X > 0 ? ( Y > 0 ? "QI" : "QIV" ) : ( Y > 0 ? "QII" : "QIII" ) $._("Q") $._("CI")

Plot (X, Y) and select the quadrant in which the point lies.


graphInit({range:11,scale:20,axisArrows:"<->",tickStep:1,labelStep:1,gridOpacity:.05,axisOpacity:.2,tickOpacity:.4,labelOpacity:.5}),label([0,11],"y","above"),label([11,0],"x","right"),addMouseLayer(),graph.movablePoint=addMovablePoint({coord:[0,0],snapY:1,snapX:1}),graph.movablePoint.onMove=function(e,_){return[max(-10,min(e,10)),max(-10,min(_,10))]}
Graph the point and select the quadrant that contains the point.
Your graph is also part of your answer.
[ graph.movablePoint.coord, $( "#solutionarea" ).find( "input:checked" ).val() ]
return 0===guess[0][0]&&0===guess[0][1]&&null==guess[1]?"":guess[0][0]===X&&guess[0][1]===Y&&guess[1]===QUADRANT
graph.movablePoint.setCoord(guess[0])
$("#solutionarea").find("input").prop("checked",!1),null!=guess[1]&&$("#solutionarea").find("input[value="+guess[1]+"]").prop("checked",!0)

Las coordenadas aparecen como (\blue{x},\green{y}).

So, for ( \blue{X}, \green{Y} ) our x-coordinate is \blue{X} and our y-coordinate is \green{Y}.

La coordenada en x indica qué tanto debemos movernos hacia la derecha del origen, y la coordenada en y cuánto debemos movernos hacia arriba del origen.

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.

style({stroke:BLUE,strokeWidth:3,arrows:"->"},function(){line([0,0],[X,0])}),graph.movablePoint.toFront()

Since our y-coordinate is positive, we move \green{abs( Y )} up.

Since our y-coordinate is negative, we move \green{abs( Y )} down.

style({stroke:GREEN,strokeWidth:3,arrows:"->"},function(){line([X,0],[X,Y])}),graph.movablePoint.toFront()

Mueve el punto a ( \blue{X}, \green{Y} ) en el punto señalado arriba. Muéstrame">

style({stroke:PINK,strokeWidth:3},function(){line([X-.3,Y-.3],[X+.3,Y+.3]),line([X+.3,Y-.3],[X-.3,Y+.3])}),graph.movablePoint.toFront()

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.

label([5,5]," \\text{ "+$._("CI")+" }","center",{color:"purple"}),label([-5,5]," \\text{ "+$._("CII")+" }","center",{color:"purple"}),label([-5,-5]," \\text{ "+$._("CIII")+" }","center",{color:"purple"}),label([5,-5]," \\text{ "+$._("CIV")+" }","center",{color:"purple"})

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}}.