QUESTION IMAGE
Question
coordinate plane
wednesday, october 9, 2025
four quadrant ordered pairs
tell what point is located at each ordered pair.
- (-2,+3) __ 3) (-1,-4 ) 5) (-9,+8) 7) (-6,-5 ) __
- (+1,+0) __ 4) (-7,-2 ) 6) (+9,+5) 8) (+4,-7) __
write the ordered pair for each given point.
- c __ 11) x 13) v 15) w __
- m __ 12) b 14) l 16) g __
plot the following points on the coordinate grid.
- p (+9,+0) 19) u (-4,-4 ) 21) k (+8,-9) 23) a (-2,+0)
- t (-7,-4 ) 20) s (+1,-9) 22) e (+7,+9) 24) d (-3,+3)
Step1: Recall coordinate - plane rules
In a coordinate - plane, the first number in an ordered pair $(x,y)$ is the x - coordinate (horizontal position) and the second is the y - coordinate (vertical position).
Step2: Identify points for given ordered pairs
- For $(-2, + 3)$: Move 2 units to the left of the y - axis and 3 units up from the x - axis. The point is $R$.
- For $(+1,+0)$: Move 1 unit to the right of the y - axis and lie on the x - axis. The point is $I$.
- For $(-1,-4)$: Move 1 unit to the left of the y - axis and 4 units down from the x - axis. The point is $F$.
- For $(-7,-2)$: Move 7 units to the left of the y - axis and 2 units down from the x - axis. The point is $Q$.
- For $(-9,+8)$: Move 9 units to the left of the y - axis and 8 units up from the x - axis. The point is $O$.
- For $(+9,+5)$: Move 9 units to the right of the y - axis and 5 units up from the x - axis. The point is $N$.
- For $(-6,-5)$: Move 6 units to the left of the y - axis and 5 units down from the x - axis. The point is $J$.
- For $(+4,-7)$: Move 4 units to the right of the y - axis and 7 units down from the x - axis. The point is $Z$.
Step3: Find ordered pairs for given points
- For point $C$: It is 5 units to the right of the y - axis and 8 units up from the x - axis. The ordered pair is $(5,8)$.
- For point $M$: It is 7 units to the right of the y - axis and 9 units down from the x - axis. The ordered pair is $(7, - 9)$.
- For point $X$: It is 0 units to the right of the y - axis and 8 units down from the x - axis. The ordered pair is $(0,-8)$.
- For point $B$: It is 6 units to the left of the y - axis and 0 units up from the x - axis. The ordered pair is $(-6,0)$.
- For point $V$: It is 8 units to the left of the y - axis and 1 unit up from the x - axis. The ordered pair is $(-8,1)$.
- For point $L$: It is 7 units to the left of the y - axis and 5 units up from the x - axis. The ordered pair is $(-7,5)$.
- For point $W$: It is 8 units to the left of the y - axis and 9 units up from the x - axis. The ordered pair is $(-8,9)$.
- For point $G$: It is 7 units to the left of the y - axis and 9 units up from the x - axis. The ordered pair is $(-7,9)$.
Step4: Plotting points
To plot a point $(x,y)$:
- For $P(+9,+0)$, move 9 units to the right of the y - axis and lie on the x - axis.
- For $T(-7,-4)$, move 7 units to the left of the y - axis and 4 units down from the x - axis.
- For $U(-4,-4)$, move 4 units to the left of the y - axis and 4 units down from the x - axis.
- For $S(+1,-9)$, move 1 unit to the right of the y - axis and 9 units down from the x - axis.
- For $K(+8,-9)$, move 8 units to the right of the y - axis and 9 units down from the x - axis.
- For $E(+7,+9)$, move 7 units to the right of the y - axis and 9 units up from the x - axis.
- For $A(-2,+0)$, move 2 units to the left of the y - axis and lie on the x - axis.
- For $D(-3,+3)$, move 3 units to the left of the y - axis and 3 units up from the x - axis.
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- $R$
- $I$
- $F$
- $Q$
- $O$
- $N$
- $J$
- $Z$
- $(5,8)$
- $(7,-9)$
- $(0,-8)$
- $(-6,0)$
- $(-8,1)$
- $(-7,5)$
- $(-8,9)$
- $(-7,9)$
- Plot $P$ 9 units right on x - axis
- Plot $T$ 7 units left and 4 units down
- Plot $U$ 4 units left and 4 units down
- Plot $S$ 1 unit right and 9 units down
- Plot $K$ 8 units right and 9 units down
- Plot $E$ 7 units right and 9 units up
- Plot $A$ 2 units left on x - axis
- Plot $D$ 3 units left and 3 units up