Fungrim entry: d496b8

Table of

\log\!\left(n\right)

to 50 digits for

1 \le n \le 50

$n$	$\log\!\left(n\right)$
1	0
2	0.69314718055994530941723212145817656807550013436026
3	1.0986122886681096913952452369225257046474905578227
4	1.3862943611198906188344642429163531361510002687205
5	1.6094379124341003746007593332261876395256013542685
6	1.7917594692280550008124773583807022727229906921830
7	1.9459101490553133051053527434431797296370847295819
8	2.0794415416798359282516963643745297042265004030808
9	2.1972245773362193827904904738450514092949811156455
10	2.3025850929940456840179914546843642076011014886288
11	2.3978952727983705440619435779651292998217068539374
12	2.4849066497880003102297094798388788407984908265433
13	2.5649493574615367360534874415653186048052679447602
14	2.6390573296152586145225848649013562977125848639421
15	2.7080502011022100659960045701487133441730919120913
16	2.7725887222397812376689284858327062723020005374410
17	2.8332133440562160802495346178731265355882030125857
18	2.8903717578961646922077225953032279773704812500058
19	2.9444389791664404600090274318878535372373792612991
20	2.9957322735539909934352235761425407756766016229890
21	3.0445224377234229965005979803657054342845752874046
22	3.0910424533583158534791756994233058678972069882977
23	3.1354942159291496908067528318101961184423803148404
24	3.1780538303479456196469416012970554088739909609035
25	3.2188758248682007492015186664523752790512027085370
26	3.2580965380214820454707195630234951728807680791205
27	3.2958368660043290741857357107675771139424716734682
28	3.3322045101752039239398169863595328657880849983024
29	3.3672958299864740271832720323619116054945129139227
30	3.4011973816621553754132366916068899122485920464515
31	3.4339872044851462459291643245423572104499389304806
32	3.4657359027997265470861606072908828403775006718013
33	3.4965075614664802354571888148876550044691974117602
34	3.5263605246161613896667667393313031036637031469460
35	3.5553480614894136797061120766693673691626860838504
36	3.5835189384561100016249547167614045454459813843660
37	3.6109179126442244443680956710314471639000775871676
38	3.6375861597263857694262595533460301053128793956594
39	3.6635616461296464274487326784878443094527585025830
40	3.6888794541139363028524556976007173437521017573493
41	3.7135720667043078038667633730374075883764104693993
42	3.7376696182833683059178301018238820023600754217649
43	3.7612001156935624234728425133458470355591361848816
44	3.7841896339182611628964078208814824359727071226579
45	3.8066624897703197573912498070712390488205824699140
46	3.8286413964890950002239849532683726865178804492007
47	3.8501476017100585868209506697721737088960505020202
48	3.8712010109078909290641737227552319769494910952638
49	3.8918202981106266102107054868863594592741694591637
50	3.9120230054281460586187507879105518471267028428973

Table data:

\left(n, y\right)

such that

\operatorname{NearestDecimal}\!\left(\log\!\left(n\right), 50\right) = y

Definitions:

Fungrim symbol	Notation	Short description
`Log`	$\log\!\left(z\right)$	Natural logarithm

Source code for this entry:

Entry(ID("d496b8"),
    Description("Table of", Log(n), "to 50 digits for", LessEqual(1, n, 50)),
    Table(TableRelation(Tuple(n, y), Equal(NearestDecimal(Log(n), 50), y)), TableHeadings(n, Log(n)), TableSplit(1), List(Tuple(1, Decimal("0")), Tuple(2, Decimal("0.69314718055994530941723212145817656807550013436026")), Tuple(3, Decimal("1.0986122886681096913952452369225257046474905578227")), Tuple(4, Decimal("1.3862943611198906188344642429163531361510002687205")), Tuple(5, Decimal("1.6094379124341003746007593332261876395256013542685")), Tuple(6, Decimal("1.7917594692280550008124773583807022727229906921830")), Tuple(7, Decimal("1.9459101490553133051053527434431797296370847295819")), Tuple(8, Decimal("2.0794415416798359282516963643745297042265004030808")), Tuple(9, Decimal("2.1972245773362193827904904738450514092949811156455")), Tuple(10, Decimal("2.3025850929940456840179914546843642076011014886288")), Tuple(11, Decimal("2.3978952727983705440619435779651292998217068539374")), Tuple(12, Decimal("2.4849066497880003102297094798388788407984908265433")), Tuple(13, Decimal("2.5649493574615367360534874415653186048052679447602")), Tuple(14, Decimal("2.6390573296152586145225848649013562977125848639421")), Tuple(15, Decimal("2.7080502011022100659960045701487133441730919120913")), Tuple(16, Decimal("2.7725887222397812376689284858327062723020005374410")), Tuple(17, Decimal("2.8332133440562160802495346178731265355882030125857")), Tuple(18, Decimal("2.8903717578961646922077225953032279773704812500058")), Tuple(19, Decimal("2.9444389791664404600090274318878535372373792612991")), Tuple(20, Decimal("2.9957322735539909934352235761425407756766016229890")), Tuple(21, Decimal("3.0445224377234229965005979803657054342845752874046")), Tuple(22, Decimal("3.0910424533583158534791756994233058678972069882977")), Tuple(23, Decimal("3.1354942159291496908067528318101961184423803148404")), Tuple(24, Decimal("3.1780538303479456196469416012970554088739909609035")), Tuple(25, Decimal("3.2188758248682007492015186664523752790512027085370")), Tuple(26, Decimal("3.2580965380214820454707195630234951728807680791205")), Tuple(27, Decimal("3.2958368660043290741857357107675771139424716734682")), Tuple(28, Decimal("3.3322045101752039239398169863595328657880849983024")), Tuple(29, Decimal("3.3672958299864740271832720323619116054945129139227")), Tuple(30, Decimal("3.4011973816621553754132366916068899122485920464515")), Tuple(31, Decimal("3.4339872044851462459291643245423572104499389304806")), Tuple(32, Decimal("3.4657359027997265470861606072908828403775006718013")), Tuple(33, Decimal("3.4965075614664802354571888148876550044691974117602")), Tuple(34, Decimal("3.5263605246161613896667667393313031036637031469460")), Tuple(35, Decimal("3.5553480614894136797061120766693673691626860838504")), Tuple(36, Decimal("3.5835189384561100016249547167614045454459813843660")), Tuple(37, Decimal("3.6109179126442244443680956710314471639000775871676")), Tuple(38, Decimal("3.6375861597263857694262595533460301053128793956594")), Tuple(39, Decimal("3.6635616461296464274487326784878443094527585025830")), Tuple(40, Decimal("3.6888794541139363028524556976007173437521017573493")), Tuple(41, Decimal("3.7135720667043078038667633730374075883764104693993")), Tuple(42, Decimal("3.7376696182833683059178301018238820023600754217649")), Tuple(43, Decimal("3.7612001156935624234728425133458470355591361848816")), Tuple(44, Decimal("3.7841896339182611628964078208814824359727071226579")), Tuple(45, Decimal("3.8066624897703197573912498070712390488205824699140")), Tuple(46, Decimal("3.8286413964890950002239849532683726865178804492007")), Tuple(47, Decimal("3.8501476017100585868209506697721737088960505020202")), Tuple(48, Decimal("3.8712010109078909290641737227552319769494910952638")), Tuple(49, Decimal("3.8918202981106266102107054868863594592741694591637")), Tuple(50, Decimal("3.9120230054281460586187507879105518471267028428973")))))

Topics using this entry

Natural logarithm