Plot a point on the origin by clicking on the graph.
Plot (X, Y)
by clicking on the graph.
The origin is at point (0, 0)
, where the x
-axis and y
-axis intersect.
Coordinates are listed as (\blue{x},\green{y})
.
So, for ( \blue{X}, \green{Y} )
our
x
-coordinate is X
and our
y
-coordinate is 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.
x
-coordinate
is equal to 0
, we don't need to move to the right of the origin.
Since our x
-coordinate
is equal to X
,
we move X
to the right of the origin.
y
-coordinate
is equal to 0
, we don't need to move up from the origin.
Since our y
-coordinate
is equal to Y
,
we move up Y
from the origin.
Plot a point at (\blue{X}, \green{Y})
, marked above.
Plot a point on the x
-axis by clicking on the graph.
Plot a point on the y
-axis by clicking on the graph.
The x
-axis is the horizontal axis.
The x
-axis includes all the points where y = 0
.
The y
-axis is the vertical axis.
The y
-axis includes all the points where x = 0
.
Plot a point to anywhere on the blue line.
What is the COORD
-coordinate of the point plotted below?
The x
-coordinate tells how far we move to the right from the origin.
The point is X
unit to the right of the origin.
The point is X
units to the right of the origin.
The y
-coordinate tells how far we move up from the origin.
The point is Y
unit up from the origin.
The point is Y
units up from the origin.
So the COORD
-coordinate is ANSWER
.
What is the coordinate of the point plotted below?
(\
X
, \
Y\ )
Coordinates are listed as (\pink{x},\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 the point is \pink{X}
unit to the right of the origin,
the x
-coordinate is equal to \pink{X}
.
Since the point is \pink{X}
units to the right of the origin,
the x
-coordinate is equal to \pink{X}
.
Since the point is \green{Y}
unit up from the origin,
the y
-coordinate is equal to \green{Y}
.
Since the point is \green{Y}
units up from the origin,
the y
-coordinate is equal to \green{Y}
.
So the coordinate is (\pink{X}, \green{Y})
.