Adding positive and negative integers
Subtracting positive and negative integers
Mean absolute deviation
Triangle Inequality Theorem
Terminating and Repeating Decimals
100
What is the absolute value of 5?
5
100
Simplify: -4 - 6
-10
100
What is the definition of Mean?
Average of the numbers
100
If a triangle has side lengths of 12 cm and 14 cm, which of the following could be the 3rd side length?
3cm
100
If the remainder is 0 we call the decimal ...
Terminating
200
What is the opposite of -3?
3
200
5 - (-3)
8
200
What is the first step to solving for the Mean Absolute Deviation?
Find the mean of the given data set
200
Given the side lengths of 18mm and 10 mm, what measurement could be the length of the third side of a triangle?
24mm
200
If the decimal has a pattern and goes on forever it is called....
repeating
300
-6 + 9
hint: the answer is a positive number
3
300
Simplify: 1 - 5
-4
300
What is the second step to solving for the Mean Absolute Deviation?
Subtract the mean from each original data point
300
Jonathan drew a triangle with the side lengths of 8 in and 11 in. Which range could he choose from if the third side of his triangle was the longest side?
12-18
300
A. Non-Repeating Decimal
B. Repeating Decimal
C. Terminating Decimal
B. Repeating Decimal
400
−4 + 2 =
-2
400
When you add two negatives, your answer will always be _________.
negative
400
Find the Mean Absolute Deviation of the set: 10, 5, 7, 14, 19, 32, 25
8
400
5 ft., 8 ft., 12 ft.
400
0.444444444... is a repeating decimal.
True or False ?
True
500
(-40) + (-39)
-79
500
3 - 11 =
-8
500
Find the MAD:
58, 38, 54, 48, 26, 36
10
500
Does a triangle with these side lengths exist?
3,5,10
No
500
Write 4/100 as a decimal
.04