CoCalc -- __bank_

Path: banks / tbil-la / __bank__.xml
Views: ¹⁹⁴⁸⁰
Image: ubuntu2004
1
<?xml version='1.0' encoding='UTF-8'?>
2
<bank>
3
    <title>Linear Algebra for Team-Based Inquiry Learning</title>
4
    <author>Steven Clontz</author>
5
    <author>Drew Lewis</author>
6
    <url>https://github.com/StevenClontz/tbil-la/</url>
7
    <slug>tbil-la</slug>
8
    <objectives>
9
        <objective>
10
            <title>Linear systems, vector equations, and augmented matrices</title>
11
            <slug>E1</slug>
12
            <description>
13
            </description>
14
            <alignment>
15
            </alignment>
16
        </objective>
17
        <objective>
18
            <title>Reduced row echelon form</title>
19
            <slug>E2</slug>
20
            <description>
21
            </description>
22
            <alignment>
23
            </alignment>
24
        </objective>
25
        <objective>
26
            <title>Solving linear systems</title>
27
            <slug>E3</slug>
28
            <description>
29
            </description>
30
            <alignment>
31
            </alignment>
32
        </objective>
33
        <objective>
34
            <title>Vector spaces</title>
35
            <slug>V1</slug>
36
            <description>
37
            </description>
38
            <alignment>
39
            </alignment>
40
        </objective>
41
        <objective>
42
            <title>Linear combinations</title>
43
            <slug>V2</slug>
44
            <description>
45
            </description>
46
            <alignment>
47
            </alignment>
48
        </objective>
49
        <objective>
50
            <title>Spanning sets</title>
51
            <slug>V3</slug>
52
            <description>
53
            </description>
54
            <alignment>
55
            </alignment>
56
        </objective>
57
        <objective>
58
            <title>Subspaces</title>
59
            <slug>V4</slug>
60
            <description>
61
            </description>
62
            <alignment>
63
            </alignment>
64
        </objective>
65
        <objective>
66
            <title>Linear independence</title>
67
            <slug>V5</slug>
68
            <description>
69
            </description>
70
            <alignment>
71
            </alignment>
72
        </objective>
73
        <objective>
74
            <title>Basis identification</title>
75
            <slug>V6</slug>
76
            <description>
77
            </description>
78
            <alignment>
79
            </alignment>
80
        </objective>
81
        <objective>
82
            <title>Basis of a subspace</title>
83
            <slug>V7</slug>
84
            <description>
85
            </description>
86
            <alignment>
87
            </alignment>
88
        </objective>
89
        <objective>
90
            <title>Polynomial and matrix spaces</title>
91
            <slug>V8</slug>
92
            <description>
93
            </description>
94
            <alignment>
95
            </alignment>
96
        </objective>
97
        <objective>
98
            <title>Homogeneous systems</title>
99
            <slug>V9</slug>
100
            <description>
101
            </description>
102
            <alignment>
103
            </alignment>
104
        </objective>
105
        <objective>
106
            <title>Linear maps</title>
107
            <slug>A1</slug>
108
            <description>
109
            </description>
110
            <alignment>
111
            </alignment>
112
        </objective>
113
        <objective>
114
            <title>Standard matrices</title>
115
            <slug>A2</slug>
116
            <description>
117
            </description>
118
            <alignment>
119
            </alignment>
120
        </objective>
121
        <objective>
122
            <title>Image and kernel</title>
123
            <slug>A3</slug>
124
            <description>
125
            </description>
126
            <alignment>
127
            </alignment>
128
        </objective>
129
        <objective>
130
            <title>Injectivity and surjectivity</title>
131
            <slug>A4</slug>
132
            <description>
133
            </description>
134
            <alignment>
135
            </alignment>
136
        </objective>
137
        <objective>
138
            <title>Multiplying matrices</title>
139
            <slug>M1</slug>
140
            <description>
141
            </description>
142
            <alignment>
143
            </alignment>
144
        </objective>
145
        <objective>
146
            <title>Row operations as matrix multiplication</title>
147
            <slug>M2</slug>
148
            <description>
149
            </description>
150
            <alignment>
151
            </alignment>
152
        </objective>
153
        <objective>
154
            <title>Invertible matrices</title>
155
            <slug>M3</slug>
156
            <description>
157
            </description>
158
            <alignment>
159
            </alignment>
160
        </objective>
161
        <objective>
162
            <title>Finding a matrix inverse</title>
163
            <slug>M4</slug>
164
            <description>
165
            </description>
166
            <alignment>
167
            </alignment>
168
        </objective>
169
               <objective>
170
            <title>Row operations and determinants</title>
171
            <slug>G1</slug>
172
            <description>
173
            </description>
174
            <alignment>
175
            </alignment>
176
        </objective>
177
        <objective>
178
            <title>Determinants</title>
179
            <slug>G2</slug>
180
            <description>
181
            </description>
182
            <alignment>
183
            </alignment>
184
        </objective>
185
        <objective>
186
            <title>Eigenvalues</title>
187
            <slug>G3</slug>
188
            <description>
189
            </description>
190
            <alignment>
191
            </alignment>
192
        </objective>
193
        <objective>
194
            <title>Eigenvectors</title>
195
            <slug>G4</slug>
196
            <description>
197
            </description>
198
            <alignment>
199
            </alignment>
200
        </objective>
201
    </objectives>
202
</bank>
203
Product

Resources

Company
