Integers
Compare and Order Integers
Add Integers
Subtract Integers
Vocabulary
Error Analysis
True or False? Defend.
100

The integer that represents the following statement:  "15 yard loss"

-15

100

Compare 8 and 6

8 > 6

100

12 + 4

16

100

10 - 5 

5

100

Whole numbers and their opposites.

integers

100

Why is this incorrect?  (-2) - (2) = 0

The numbers were subtracted without taking the negative into account. The answer is (-4)

100

The sum of two negative integers is always positive.

False because...you are to the left of zero and go more negative.

200

The opposite of 5

 -5

200

Compare -1 and -4.

-1 > -4

200

-3 + (-5) 

-8

200

5 - 10 

-5

200

Numbers greater than zero

positive integers

200

Why is this incorrect?  (63) - (-13) = 50

the numbers were subtract as if not (-13). Answer should be 76

200

An integer and the absolute value of that integer are always opposites.

False because...

6 and the absolute value of 6 are not opposites

Only sometimes true if negative signs are used in the problem

300

|-42|

42

300

l-6l and -l7l

l-6l > -l7l

300

1 + (-11)

-10

300

-9 - 0 

 -9

300

A pair that has one positive and one negative

zero pair

300

Why is this incorrect? To model 3 - 7, you draw 10 purple dots.

You should:

draw 3 positives for the 3

add some zero pairs, then

take away 7 positives

have 4 red (negative) dots

300

Adding or subtracting rational numbers is not done in math

False because...all rational numbers can be converted to fractions and fractions can be added and/or subtracted.

400

The integers that come just before and just after -7.

-6 and -8

400

Order from least to greatest:  0, -2, 4

-2, 0, 4

400

13 + (-6)

7

400

-6 - (-8) 

2

400

Identify 2.1234...

Non-terminating, repeating decimal, rational number

400

Why is this incorrect? You cannot use a number line to show subtraction of integers with different signs

You can use a number line to show all operations with integers.

400

Subtracting integers is like adding the opposite signed integer

True because...


500

The whole numbers left of zero on a number line.

Negative integers

500

Order for from greatest to least:  -7, 0, -3, 2

2, 0, -3, -7

500

Subtracting the digits and keeping the sign of the number that is the greatest is how to do what operation?

How to add integers with different signs like (9) + (-1)

9-1 = 8 and 9 is greater than 1 so positive

500

4 - (-6) 

10

500

Adding the opposite is a strategy of...?

A strategy to subtracting integers like 7 - 10 is like 7 + (10)

500

Why is this incorrect? The absolute value of 4 is (-4)

Absolute value of 4 is 4 since the 4 is 4 units away from zero

500

Modeling integers proves the rules

True because...

600

This is neither positive nor negative.

zero

600

l-1l, 4, -l-2l, 0, 3, -5 from greatest to least

4, 3, 1, 0, -2, -5

600

The floor of the shallow end to swimming pool is 3 ft below the surface. The deep end's floor is 9 feet deeper. Depth of deep end is....

(-3) + (-9) = -12 feet

600

Two different values can make this equation true: (x) - (y) = -1

[various answers possible] x is positive and one less than the positive y

600

Any number that can be written as a fraction

Rational number

600

Why is this incorrect? 0.6666... or 0.67

Unless directed to, do not round repeating decimals. Rounding make the decimal a terminating decimal when the number is not. Just represent with the bar or make into a fraction.

600

The shortcut to (-6) - (-16) is keep, change, change

True because...

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