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Bedrock 125
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PRO
PROBLEMS
Functions
Plugging into a function
1
1b
1c
1d
1e
1f
1g
1h
Intercepts of a function
2
2b
2c
2d
2e
2f
2g
2i
Solving for x given y
3
3b
3c
3d
3e
3f
3g
3i
Table Regressions
4
4b
4c
4d
4e
4f
4h
Vertical & Horizontal Translations
5
5b
5c
5d
5e
5f
5g
5i
Stretched & Compressed Functions
6
6b
6c
6d
6e
6f
Composite Functions
7
7b
7c
7d
Custom Regressions
8
8b
8c
8d
8e
8g
Systems of Equations & Inequalities
System of Equations
9
9b
9c
9d
9e
9f
9g
9h
9j
9k
Lines in terms of real numbers
10
10b
10c
10d
English to Math
11
11b
11c
11d
11e
11f
11g
Single variable inequalities
12
12b
12c
12d
12e
Consecutive odd/even integers
13
13b
13c
13d
Inequalities Graphically
14
14b
14c
14d
14e
Systems of Inequalities
15
15b
15c
15d
15e
System of 1 Equation & 1 Inequality
16
16b
16c
Algebra with Desmos
Single Variable Equations
17
17b
17c
17d
17e
17f
17g
17h
Rearranging Terms
18
18b
18c
18d
18e
18f
Single Variable Equations with a Constant
19
19b
19c
19d
19e
In Terms Of
20
20b
20c
20d
20e
Simple Equivalent Expressions
21
21b
21c
21d
21e
21f
21g
Exotic Equivalent Expressions
22
22b
22c
22d
22e
22f
22g
22h
One Variable in Disguise
23
23b
23c
23d
Number of Solutions
24
24b
24c
24d
24e
24f
Equivalent for all x
25
25b
25c
25d
25e
Linear Functions
Linear Functions
26
26b
26c
26d
26e
26f
26g
26h
Interpreting Slope
27
27b
27c
27d
27e
27f
27g
27h
27i
27j
Interpreting Y-Intercept
28
28b
28c
28d
Standard Form Equation
29
29b
29c
29d
Standard Form with Constants
30
30b
30c
30d
30e
Standard Form - Infinite Solutions
31
31b
31c
31d
31e
Parallel Lines
32
32b
32c
32d
32e
32f
32g
Perpendicular Lines
33
33b
33c
33d
33e
33f
Exponential Growth
Percentages
34
34b
34c
34d
34e
34f
34g
34h
34i
34j
34k
Reverse Percentage Example
35
35b
35c
35d
35e
Hard Percentages
36
36b
36c
36d
36e
36f
36g
36h
Exponent Rules
37
37b
37c
37d
37e
Mixtures
38
38b
38c
38d
Exponential vs Linear Growth
39
39b
39c
39d
39e
39f
39g
Exponential Function Structure
40
40b
40c
40d
40e
40f
40g
Shifting Exponents
41
41b
41c
41d
41e
41f
41g
41h
Constant & Coefficient
42
42b
42c
42d
Points on Exponential Function
43
43b
43c
43d
43e
43f
43g
43h
Fractional Exponents
44
44b
44c
44d
44e
44f
44g
Exponential Growth Rate
45
45b
45c
45d
45e
45f
45g
Quadratics & Polynomials
Factoring
46
46b
46c
46d
46e
46f
46g
46h
Integer Factors
47
47c
47d
Evaluating all Potential Factors
48
48b
48c
48d
Two Ways to Factor
49
49b
49c
49d
Factors of a Quartic
50
50b
50c
50d
50e
Number of Solutions to Quadratic
51
51b
51c
51d
51e
51f
Analyzing Quadratic Solutions
52
52b
52c
52d
52e
52f
52g
52h
52i
52j
System of Quadratic and Horizontal Line
53
53b
53c
53d
53f
One Real Quadratic Solution
54
54b
54c
54d
54e
54f
2 Quadratics with No Solution
55
55b
55c
55d
Sum of Quadratic Solutions
56
56b
56c
56d
Product of Quadratic Solutions
57
57b
57c
57d
Interpreting Quadratic Functions
58
58b
58c
58d
58e
58f
58g
58h
Quadratic Applications
59
59b
59c
59d
59e
59f
59g
59h
59i
Factored Form
60
60b
60c
60d
60e
60g
Vertex Form
61
61b
61c
61d
61e
61f
Lowest Possible Sum
62
62b
62c
62d
62e
Polynomial Solutions
63
63b
63d
63e
63f
63g
Polynomial Functions
64
64b
64c
64d
64e
Rational Functions
65
65b
65c
65d
65e
Angles & Triangles
Angle Properties
66
66b
66c
66d
66e
66f
66g
66h
66i
66j
66k
Total Interior Angles
67
67b
67c
67d
67e
67f
Radians
68
68b
68c
68d
68e
Unit Circle
69
69b
69c
69d
69e
69f
Triangle Inequality Theorem
70
70b
70c
70d
Sine, Cosine, Tangent
71
71b
71c
71d
71e
71f
71g
71h
71i
71j
Solving sin/cos/tan
72
72b
72c
72d
72e
72f
72g
Cofunction Identity Algebraically
73
73b
73c
73d
73e
73f
73g
73h
Cofunction Identity Geometrically
74
74b
74c
74d
74e
74f
Congruence
75
75b
75c
75d
Similarity
76
76b
76c
76d
76e
76f
76g
76h
76i
76j
Proving Similarity & Congruence
77
77b
77c
77d
77e
77f
Triangle in a Triangle
78
78b
78c
78d
78e
78f
Altitudes
79
79b
79c
79d
79e
79f
79g
Isosceles Triangles
80
80b
80c
80d
80e
80f
Equilateral Triangles
81
81b
81c
81d
81e
81f
81g
81h
81i
81j
Circles
Arc Length
82
82b
82c
82d
82e
82f
82g
82h
82i
82j
82k
Inscribed Angle Theorem
83
83b
83c
83d
Line Tangent to Circle
84
84b
84c
84d
84e
Quadrilateral from Tangent Lines
85
85b
85c
85d
85e
Standard Form of a Circle
86
86b
86c
86d
86e
Interpreting Standard Form of a Circle
87
87b
87c
87d
General Form of a Circle
88
88b
88c
88d
88f
88g
Circle with Constants
89
89b
89c
89d
89e
89f
Making a Circle
90
90b
90c
90d
Area, Surface Area, Volume
Perimeter
91
91b
91c
91d
91e
91f
91g
91h
Area
92
92b
92c
92d
92e
92f
92g
92h
Squares & Circles
93
93b
93c
93d
93e
Area from 3 Points
94
94b
94c
94d
94e
Volume
95
95b
95c
95d
95e
95f
95g
95h
95i
Scaling Figures
96
96b
96c
96d
96e
96f
96g
96h
96i
96j
Prism Surface Area
97
97b
97c
97d
97e
97f
Density
98
98b
98c
98d
Similar 3D Figures
99
99b
99c
99d
99e
99f
Spheres & Cubes
100
100b
100c
100d
Cone Enclosed in a Sphere
101
101b
101c
101d
101e
Pyramids & Surface Area
102
102b
102c
102d
102e
102f
102g
Cones
103
103b
103c
103d
103e
Rates & Units
Rate of change
104
104b
104c
104d
104e
104f
Ratios
105
105b
105c
105d
105e
105f
105g
105h
Fill x times
106
106b
106c
106d
Unit Conversion
107
107b
107c
107d
107e
107f
107g
107h
Square units
108
108b
108c
108d
108e
Scaled Figures
109
109b
109c
109d
Unit Conversion with Rates
110
110b
110c
110d
110e
110f
Extracting Key Information
111
111b
111c
111d
111e
Statistics
Reading a Chart
112
112b
112c
112d
112e
112f
Interpreting Graphs
113
113b
113c
113d
113e
113f
113g
Scatterplots
114
114b
114c
114d
114e
114f
114g
114h
114i
Probability
115
115b
115c
115d
115e
115f
Conditional Probability
116
116b
116c
116d
116e
116f
116g
Probability with Percentages
117
117b
117c
117d
Mean, Median, Range
118
118b
118c
118d
118e
118f
118h
118i
Symmetric Data
119
119b
119c
119d
119e
Mean Analysis
120
120b
120c
120e
120f
Standard Deviation
121
121b
121c
121d
121e
121f
Scaling Data
122
122b
122c
122d
122e
122f
Box Plots
123
123b
123c
123d
123e
Sampling
124
124b
124c
124d
124e
124f
Margin of Error
125
125b
125c
125d
125e
125f