Fungrim entry: 6d37c9

Table of

\varphi(n)

for

0 \le n \le 100

$n$	$\varphi(n)$
0	0
1	1
2	1
3	2
4	2
5	4
6	2
7	6
8	4
9	6
10	4
11	10
12	4
13	12
14	6
15	8
16	8
17	16
18	6
19	18

$n$	$\varphi(n)$
20	8
21	12
22	10
23	22
24	8
25	20
26	12
27	18
28	12
29	28
30	8
31	30
32	16
33	20
34	16
35	24
36	12
37	36
38	18
39	24

$n$	$\varphi(n)$
40	16
41	40
42	12
43	42
44	20
45	24
46	22
47	46
48	16
49	42
50	20
51	32
52	24
53	52
54	18
55	40
56	24
57	36
58	28
59	58

$n$	$\varphi(n)$
60	16
61	60
62	30
63	36
64	32
65	48
66	20
67	66
68	32
69	44
70	24
71	70
72	24
73	72
74	36
75	40
76	36
77	60
78	24
79	78

$n$	$\varphi(n)$
80	32
81	54
82	40
83	82
84	24
85	64
86	42
87	56
88	40
89	88
90	24
91	72
92	44
93	60
94	46
95	72
96	32
97	96
98	42
99	60
100	40

Definitions:

Fungrim symbol	Notation	Short description
`Totient`	$\varphi(n)$	Euler totient function

Source code for this entry:

Entry(ID("6d37c9"),
    Description("Table of", Totient(n), "for", LessEqual(0, n, 100)),
    Table(Var(n), TableValueHeadings(n, Totient(n)), TableSplit(5), List(Tuple(0, 0), Tuple(1, 1), Tuple(2, 1), Tuple(3, 2), Tuple(4, 2), Tuple(5, 4), Tuple(6, 2), Tuple(7, 6), Tuple(8, 4), Tuple(9, 6), Tuple(10, 4), Tuple(11, 10), Tuple(12, 4), Tuple(13, 12), Tuple(14, 6), Tuple(15, 8), Tuple(16, 8), Tuple(17, 16), Tuple(18, 6), Tuple(19, 18), Tuple(20, 8), Tuple(21, 12), Tuple(22, 10), Tuple(23, 22), Tuple(24, 8), Tuple(25, 20), Tuple(26, 12), Tuple(27, 18), Tuple(28, 12), Tuple(29, 28), Tuple(30, 8), Tuple(31, 30), Tuple(32, 16), Tuple(33, 20), Tuple(34, 16), Tuple(35, 24), Tuple(36, 12), Tuple(37, 36), Tuple(38, 18), Tuple(39, 24), Tuple(40, 16), Tuple(41, 40), Tuple(42, 12), Tuple(43, 42), Tuple(44, 20), Tuple(45, 24), Tuple(46, 22), Tuple(47, 46), Tuple(48, 16), Tuple(49, 42), Tuple(50, 20), Tuple(51, 32), Tuple(52, 24), Tuple(53, 52), Tuple(54, 18), Tuple(55, 40), Tuple(56, 24), Tuple(57, 36), Tuple(58, 28), Tuple(59, 58), Tuple(60, 16), Tuple(61, 60), Tuple(62, 30), Tuple(63, 36), Tuple(64, 32), Tuple(65, 48), Tuple(66, 20), Tuple(67, 66), Tuple(68, 32), Tuple(69, 44), Tuple(70, 24), Tuple(71, 70), Tuple(72, 24), Tuple(73, 72), Tuple(74, 36), Tuple(75, 40), Tuple(76, 36), Tuple(77, 60), Tuple(78, 24), Tuple(79, 78), Tuple(80, 32), Tuple(81, 54), Tuple(82, 40), Tuple(83, 82), Tuple(84, 24), Tuple(85, 64), Tuple(86, 42), Tuple(87, 56), Tuple(88, 40), Tuple(89, 88), Tuple(90, 24), Tuple(91, 72), Tuple(92, 44), Tuple(93, 60), Tuple(94, 46), Tuple(95, 72), Tuple(96, 32), Tuple(97, 96), Tuple(98, 42), Tuple(99, 60), Tuple(100, 40))))

Topics using this entry

Totient function