Integers
Exponents
Mean Median Mode Range
Order of Operations (PEMDAS)
Variables
100
–2.1 + 11 =
8.9
100
5^6
15,625
100
Find the Mode: 11, 77, 7, 17, 1, 11, 77
77 & 11
100
(90 ÷ 10) - (-19 + -21)
49
100
v – 5.6 = 45.7 | v = ___
v = 51.3
200
9.1 • –2 =
–18.2
200
4^9
262,144
200
Find the Median: 38, 18, 83, 13, 50
50
200
-7^2 + (-7^2 - 4) =
94
200
27.2 + u = 41.1| u = ___
u = 13.9
300
–5.1 – 16.1
11
300
9^5
59,049
300
Find the Range: 19, 21, 91, 12
79
300
(27 • 2) + (16 - 14 - 12)^2 =
154
300
y ÷ 1.2 = 64.75 | y = ___
y = 77.7
400
72.1 ÷ –14 =
–5.15
400
17^4
59,049
400
Find the Mean: 79, 77, 70, 76, 71
74.6
400
10.7 ÷ 4 + (9.7^2) 2.675
96.765
400
7.9 • z = 76.64 | z = ___
z = 9.7
500
–100 – 100 =
200
500
97^2
9,409
500
Find the Mean, Median, Mode and Range: 27, 45, 64, 51, 45
Mean: 46.4 | Median: 45 | Mode: 45 | Range: 37
500
(41.1 • (–4)) + (91.5 ÷ -6)
-179.65
500
w + –4.57 = 45.7 | w = ____
w = 50.27
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