Find (2,-3) on the coordinate plane.
Step 1 Start at the origin. 2 is the
x-coordinate and it is positive.
So move right 2 units,
Step is the y-coordinate and it is
negative. So move down 3 units.
Find the point on the coordinate plane.
1. (3, 4). Label it A.
2. (-2, 6). Label it B.
3. (5,-5). Label it C
4. (-4,-2). Label it D.
Write the coordinates of the point.
5. E
6. F
7. G.
6. H
Spiral Review
(Chapter 21, Lesson 3) KEY MG 2.1, KEY MG 2.0
9. Plot point (1, 3) on the coordinate grid.
7
10. Plot point (2, 6) on the coordinate grid.
6
5
11. Points (1, 3) and (2, 6) are on the graph of the equation
y = 3x. What are two other points on that graph?
4
3
2
1
0
2
A
4-
3
2
1-
0
70
G
(2-3)
H
1 2 3 4 5 6 7 x

Find 23 on the coordinate plane Step 1 Start at the origin 2 is the xcoordinate and it is positive So move right 2 units Step is the ycoordinate and it is negat class=

Respuesta :

Answer:

See below.

I really hope it helps! :)

Step-by-step explanation:

(3, 4) location:

  • (3, 4) is located in quadrant I. From 0, 0, move 3 spaces to the right and 4 spaces up. That will lead you to (3, 4) (point A).

(-2, 6) location:

  • Located in quadrant II. Move 2 spaces to the left (From (0, 0)) and 6 spaces up. (Point B).

(5, -5)

  • (5, -5) is located in quadrant IV. (0, 0), move 5 spaces to the right, then 5 spaces downward. (Point C).

(-4, -2)

  • Located in Quadrant III. From (0, 0), move 4 spaces to the left, then 2 spaces downward.

Point E

  • Located at cords (6, 1).

Point F

  • Located at cords (-4, 3)

Point G:

  • Located at cords (1, -4 or -5)

Point H:

  • Located at cords (2, 5)

Sadly, I can't solve the spiral review. I am sorry :(

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