Coordinate plane worksheet for identifying quadrants of ordered pairs.

It looks like you've uploaded a worksheet involving the coordinate plane and quadrants, but since I can't view images directly, I'll help you solve it based on the description of the content you provided. Let's go through each part step by step.

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Part 1: Fill in the blank spaces with the appropriate term

This is a coordinate plane divided into four quadrants. The axes are labeled, and there are numbered blanks around the diagram.

Let’s assume the image shows a standard Cartesian coordinate plane with:

- The x-axis (horizontal) and y-axis (vertical)
- The origin at (0,0)
- Four quadrants labeled as:
- Quadrant I: Top right
- Quadrant II: Top left
- Quadrant III: Bottom left
- Quadrant IV: Bottom right

Now, let’s label the blanks:

#### Blanks around the diagram:
1. Above the y-axis: This is the positive y-direction, so blank #1 → Positive y-axis
2. Left of the x-axis: This is the negative x-direction, so blank #2 → Negative x-axis
3. Right of the x-axis: This is the positive x-direction, so blank #3 → Positive x-axis
4. Below the y-axis: This is the negative y-direction, so blank #4 → Negative y-axis

But looking at your labels:
- You have:
- 1. _______ (top of y-axis) → Positive y-axis
- 2. _______ (left of x-axis) → Negative x-axis
- 3. _______ (right of x-axis) → Positive x-axis
- 4. _______ (bottom of y-axis) → Negative y-axis

So fill in:
- 1. Positive y-axis
- 2. Negative x-axis
- 3. Positive x-axis
- 4. Negative y-axis

Now for the quadrants:

- 5. Quadrant II → So blank 5 → II
- 6. Quadrant I → Blank 6 → I
- 7. Quadrant I → Already labeled? Wait — probably typo or mislabeling.

Wait — the diagram has:

- 5. (______) in quadrant II → should be Quadrant II
- 6. (______) in quadrant I → Quadrant I
- 7. (______) in quadrant I → maybe duplicate?

Actually, from the layout:

- Top-left: Quadrant II → Label 5 → Quadrant II
- Top-right: Quadrant I → Label 6 → Quadrant I
- Bottom-right: Quadrant IV → Label 9 → Quadrant IV
- Bottom-left: Quadrant III → Label 8 → Quadrant III

And:
- 7. (______) → likely Quadrant I again?
- 10. (______) → probably Quadrant IV
- 11. (______) → probably Quadrant III
- 12. (______) → probably Quadrant II

But wait — the labels seem to be:

- 5. (______) → Quadrant II → so write II
- 6. (______) → Quadrant I → I
- 7. (______) → Quadrant I → I
- 8. (______) → Quadrant III → III
- 9. (______) → Quadrant IV → IV
- 10. (______) → Quadrant IV → IV
- 11. (______) → Quadrant III → III
- 12. (______) → Quadrant II → II

But that seems redundant. Perhaps the numbers are just placeholders for the quadrant names.

Alternatively, maybe the numbers 5–12 are meant to be filled with the names of the quadrants.

So:

- 5. (______) → Quadrant II → II
- 6. (______) → Quadrant I → I
- 7. (______) → Quadrant I → I
- 8. (______) → Quadrant III → III
- 9. (______) → Quadrant IV → IV
- 10. (______) → Quadrant IV → IV
- 11. (______) → Quadrant III → III
- 12. (______) → Quadrant II → II

But this suggests duplicates. Likely, the quadrants are labeled once, and the numbers 5–12 refer to positions in the diagram.

Wait — perhaps the numbers 5–12 are coordinates or labels inside the quadrants.

But based on the format:

> "5. (______)" inside Quadrant II → so the blank is for the quadrant name.

So:

- 5. (______) → Quadrant II → answer: II
- 6. (______) → Quadrant I → I
- 7. (______) → Quadrant I → I
- 8. (______) → Quadrant III → III
- 9. (______) → Quadrant IV → IV
- 10. (______) → Quadrant IV → IV
- 11. (______) → Quadrant III → III
- 12. (______) → Quadrant II → II

Still odd. Maybe it's a typo. But likely, the intention is:

- 5. Quadrant II → blank = II
- 6. Quadrant I → blank = I
- 7. Quadrant I → blank = I
- 8. Quadrant III → blank = III
- 9. Quadrant IV → blank = IV
- 10. Quadrant IV → blank = IV
- 11. Quadrant III → blank = III
- 12. Quadrant II → blank = II

So we just fill in the Roman numerals.

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Part 2: State the quadrant of the ordered pairs

We need to determine the quadrant for each point based on signs of x and y.

Rules:
- Quadrant I: (+, +)
- Quadrant II: (−, +)
- Quadrant III: (−, −)
- Quadrant IV: (+, −)

Also, points on axes are not in any quadrant.

Now evaluate each:

1. (3,3) → (+,+) → Quadrant I
2. (-4,3) → (−,+) → Quadrant II
3. (6,0) → x=6, y=0 → on x-axis → Not in any quadrant
4. (7,-7) → (+,−) → Quadrant IV
5. (5,-6) → (+,−) → Quadrant IV
6. (-4,-4) → (−,−) → Quadrant III
7. (-2,2) → (−,+) → Quadrant II
8. (-3,-10) → (−,−) → Quadrant III

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✔ Final Answers:

#### Part 1: Fill in the blanks
1. Positive y-axis
2. Negative x-axis
3. Positive x-axis
4. Negative y-axis
5. II
6. I
7. I
8. III
9. IV
10. IV
11. III
12. II

(Note: Some may be duplicates; if the diagram only has one label per quadrant, then only 5,6,8,9 are needed.)

#### Part 2: State the quadrant
A. (3,3) → Quadrant I
B. (-4,3) → Quadrant II
C. (6,0) → On the x-axis (not in any quadrant)
D. (7,-7) → Quadrant IV
E. (5,-6) → Quadrant IV
F. (-4,-4) → Quadrant III
G. (-2,2) → Quadrant II
H. (-3,-10) → Quadrant III

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📝 Explanation:

- The coordinate plane is divided into four quadrants by the x- and y-axes.
- The signs of the coordinates determine the quadrant:
- (+,+): I
- (−,+): II
- (−,−): III
- (+,−): IV
- Points on the axes (where x=0 or y=0) are not in any quadrant.

Let me know if you'd like this formatted as a printable answer sheet!