Simplifying Irregular Radicands to 100 Flashcards
Every radicand not mentioned here is simply an identity property radicand. Eg. √23 = √23
1
Q
√1
A
1
2
Q
√4
A
2
3
Q
√8
A
2√2
4
Q
√9
A
3
5
Q
√12
A
2√3
6
Q
√16
A
4
7
Q
√18
A
3√2
8
Q
√20
A
2√5
9
Q
√24
A
2√6
10
Q
√25
A
5
11
Q
√27
A
3√3
12
Q
√28
A
2√7
13
Q
√32
A
4√2
14
Q
√36
A
6
15
Q
√40
A
2√10
16
Q
√44
A
2√11
17
Q
√45
A
3√5
18
Q
√48
A
4√3
19
Q
√49
A
7
20
Q
√50
A
5√2
21
Q
√52
A
2√13
22
Q
√54
A
3√6
23
Q
√56
A
2√14
24
Q
√60
A
2√15
25
Q
√63
A
3√7
26
Q
√64
A
8
27
Q
√68
A
2√17
28
Q
√72
A
6√2
29
Q
√75
A
5√3
30
Q
√76
A
2√19
31
Q
√80
A
4√5
32
Q
√81
A
9
33
Q
√84
A
2√21
34
Q
√88
A
2√22
35
Q
√90
A
3√10
36
Q
√92
A
2√23
37
Q
√96
A
4√6
38
Q
√98
A
7√2
39
Q
√99
A
3√11
40
Q
√100
A
10
