Adding and Subtracting Integers
The Coordinate Plane
Reflection
Integer Operations
100

The temperature was -12°F at midnight. By noon, it had risen 25°F. What was the temperature at noon?

13°F

100

Plot point A at (4, -3). In which quadrant is it located?

Quadrant IV

100

A diver descends 3.5 meters, then rises 1.25 meters, then descends 2.75 meters. What is the final position?

−5 meters

100

A point moves from (2, −3) to (2, 5), then reflects across the y-axis. What is the final coordinate?

(−2, 5)

200

 A scuba diver is at -35 feet. She descends 18 more feet, then ascends 27 feet. What is her final position?

-26 feet

200

A park has a playground at coordinates (-6, 5) and a fountain at (2, 5).

8 units

200

What quadrant is the point (−4, 5) located in?

Quadrant II 

200

A number line shows a move from −6 to 4. What is the distance traveled?

10 units

300

A football team's plays result in these yardages: gain 15, loss 8, gain 22, loss 12, gain 6. What is their total net yardage?

23 yards

300

Point M is at (3, -7). It is reflected across the x-axis to create point M'. What are the coordinates of M'?

(3, 7)

300

Plot A(3, −2) and B(3, 5). What is the distance between them?

7 units

300

A rectangle has one corner at (−2, 3) and the opposite corner at (4, 3). What is the length?

6 units

400

On Monday, a stock opened at 45. It changed by −3 on Monday, +6 on Tuesday, −8 on Wednesday, and +4 on Thursday. What was the closing price on Thursday?

44

400

A rectangle has vertices at A(-4, 2), B(3, 2), C(3, -3), and D(-4, -3). What is the perimeter and area of the rectangle?

Perimeter: 24 units 

Area: 35 square units

400

What are the coordinates of a point reflected across the y-axis from (−6, −3)?

(6, -3)

400

A student graphs a point (x, y). After reflecting across both axes, the point becomes (−5, 7). What was the original point?


(5, −7)

500

An account starts with a balance of 250. 

Transactions occur:−85, +120,−120, −45, -95, +180. What is the final balance?  

290

500

A city map uses a coordinate plane where each unit represents 0.5 miles. A library is at (-3, 4), a school is at (-3, -2), and a park is at (5, -2). If you walk from the library to the school, then to the park, what is the total distance in miles?

7 miles (14 units × 0.5)

500

A point is located 4 units left and 7 units up from the origin. Reflect it across the x-axis. What are the new coordinates?

(−4, −7)

500

A submarine is at −120 meters. It rises 35 meters, then descends 2 times its new depth. What is its final position?

Start: −120

Rise → −85

Descend 2 × (−85) = −170

Final: −255 meters

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