Positive & Negative Numbers
Numbers on the Number Line
Opposites on the Number Line
Coordinates & Quadrants
Random
100

True or False: A temperature below zero is represented by a positive number.

False

100

What is the opposite of 5?

-5

100

What is the opposite of -6?

6

100

What are the four sections of the coordinate plane called?

Quadrants

100

What is the point called that represents zero on a number line?

The origin

200

The temperature is -3°F in the morning and rises 5°F by noon. What is the new temperature?

2°F

200

Plot -3 on a number line. Which direction from zero is it?

Left

200

On a number line, how far apart are a number and its opposite?

Twice the distance from zero

200

What are the coordinates of a point 3 units right and 2 units up from the origin?

(3,2)

200

What is a ratio?

A comparison of two quantities using division

300

Write a situation where you’d use a negative number in real life.

Answers vary (examples: depth below sea level, loss of money, temperature below 0°F)

300

Which two numbers are the same distance from zero: -8 or 8?

Both — they are opposites

300

The opposite of a number is 9. What is the original number?

-9

300

Which quadrant contains points with a negative x-value and positive y-value?

Quadrant II

300

Write the inequality: –4 ___ –1

–4 < –1

400

A submarine is at -250 feet. It rises 180 feet. What is its new depth?

-70 feet

400

Which number is greater: -4 or -9?

-4

400

Explain how 4 and -4 are related.

They are opposites and the same distance from zero in opposite directions

400

What is the opposite of the point (4, -5)?

(-4, 5)

400

A recipe calls for 4 cups of water for every 2 cups of rice. What is the ratio of water to rice?

4:2 or 2:1 

4/2 or 2/1

 4 to 2 or 2 to 1

500

Explain what zero represents on a number line that shows elevations.

Sea level — neither above nor below sea level

500

If point A is at -2 and point B is at 5, what is the distance between them?

7 units

500

Write two numbers that are opposites of each other and describe a real-world example.

Answers vary (examples: +10 and -10 for winning or losing $10)

500

A point is reflected across both axes. Its original coordinates are (-7, 3). What are the new coordinates?

(7, -3)

500

Order the numbers from least to greatest: –8, –2, 0, 4.

–8, –2, 0, 4

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