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Equations/Functions
Algebra Properties
Variables/Expressions
Order of Operations
100
Write the power as a product of the same factor: 7^5
(7)(7)(7)(7)(7)
100
Solve each equation: a + 2 = 7
a = 5
100
Identify the property used in the expression: 4(2 + 3) = 8 + 12
distributive
100
Evaluate the expression ( r^2 + t ) if t = 7 and r = 3
16
100
Evaluate the expression: 7 + 2(4 - 1)
13
200
Evaluate the expression: 13^2
169
200
Solve the equation: h - 3 = 9
h = 12
200
Identify the property used: ( 2 + 4) + 7 = 2 + (4 + 7)
associative for addition
200
Evaluate the expression [ 5 - (m + n - z) ] if m = 3, n= 6 , z = 7
3
200
19 - (3)(2) + 1
14
300
Write in exponential form: (13)(13)(13)(13)
13^4
300
Solve the equation: 4k = 48
k = 12
300
Identify the property used: 2(3) = 3(2)
commutative for multiplication
300
Evaluate the expression [ 2( j - k) - h^4 ] if h = 2, j = 10, k = 1
2
300
Evaluate the following: 4(3^2 - 7) + 2
10
400
Find the following: square root of 121
11
400
Solve the equation: 15 = t / 2
t = 30
400
Identify the property used: z + ( 7 + 5 ) = z + (5 + 7)
commutative for addition
400
Evaluate the expression [ 3(a^2) - ac + 3(b - c) ] if a = 4, b = 11, c = 9
18
400
Evaluate the following: (3 + 2)^2 - (4)(3) + 2
15
500
Write in exponential form: (6)(6)(6)(12)(12)(12)(12)(12)
(6^3)(12^5)
500
Given the ordered pairs (x,y) for a function: (96,32), (12,4), (48,16), (72,24 ). Identify the domain and the range.
Domain: 96, 12, 48, 72 Range: 32, 4, 16, 24
500
Identify the property used: 9 + 0 = 9
identity for addition
500
Given the function y = 3x - 1, determine the y value for each value of x: [ (3, ? ); (4, ? ); (7, ? ); (12, ? ) ] Write answers as ordered pairs.
(3, 8); (9, 26) (15, 44) (12, 35)
500
Evaluate the following: 6^2 - 24/8 - 3(5 - 2)
24