Log Calculator

Common Log Calculator

Common logarithm calculator finds the logarithm function result in base 10. Calculate log base 10 of a number.

Common Log Calculator log10
log(x) = y

log10(x) = y is equivalent to x = 10y

Common log is also written without the base 10,
log10(x) = log(x)

x: is real number, x>0

Common Logarithm Examples

Using logarithm of a product identity to find common log of 120:

log(120) = log(100 × 1.2)
log(120) = log(100) +  log(1.2)
log(120) = 2 + 079181246 = 2.079181246

Using logarithm of a power identity to find common log of 106:

log(106) = 6 × log(10)
log(106) = 6 × 1 = 6

Common Log base 10 Values Tables

List of common log function values tables, log base 10 of numbers.

Number (x)log10(x)
log(1)0
log(2)0.30103
log(3)0.477121
log(4)0.60206
log(5)0.69897
log(6)0.778151
log(7)0.845098
log(8)0.90309
log(9)0.954243
log(10)1
log(11)1.041393
log(12)1.079181
log(13)1.113943
log(14)1.146128
log(15)1.176091
log(16)1.20412
log(17)1.230449
log(18)1.255273
log(19)1.278754
log(20)1.30103
log(21)1.322219
log(22)1.342423
log(23)1.361728
log(24)1.380211
log(25)1.39794
log(26)1.414973
log(27)1.431364
log(28)1.447158
log(29)1.462398
log(30)1.477121
log(31)1.491362
log(32)1.50515
log(33)1.518514
log(34)1.531479
log(35)1.544068
log(36)1.556303
log(37)1.568202
log(38)1.579784
log(39)1.591065
log(40)1.60206
log(41)1.612784
log(42)1.623249
log(43)1.633468
log(44)1.643453
log(45)1.653213
log(46)1.662758
log(47)1.672098
log(48)1.681241
log(49)1.690196
log(50)1.69897
log(51)1.70757
log(52)1.716003
log(53)1.724276
log(54)1.732394
log(55)1.740363
log(56)1.748188
log(57)1.755875
log(58)1.763428
log(59)1.770852
log(60)1.778151
log(61)1.78533
log(62)1.792392
log(63)1.799341
log(64)1.80618
log(65)1.812913
log(66)1.819544
log(67)1.826075
log(68)1.832509
log(69)1.838849
log(70)1.845098
log(71)1.851258
log(72)1.857332
log(73)1.863323
log(74)1.869232
log(75)1.875061
log(76)1.880814
log(77)1.886491
log(78)1.892095
log(79)1.897627
log(80)1.90309
log(81)1.908485
log(82)1.913814
log(83)1.919078
log(84)1.924279
log(85)1.929419
log(86)1.934498
log(87)1.939519
log(88)1.944483
log(89)1.94939
log(90)1.954243
log(91)1.959041
log(92)1.963788
log(93)1.968483
log(94)1.973128
log(95)1.977724
log(96)1.982271
log(97)1.986772
log(98)1.991226
log(99)1.995635
Number (x)log10(x)
log(100)2
log(200)2.30103
log(300)2.477121
log(400)2.60206
log(500)2.69897
log(600)2.778151
log(700)2.845098
log(800)2.90309
log(900)2.954243
log(1000)3
log(1100)3.041393
log(1200)3.079181
log(1300)3.113943
log(1400)3.146128
log(1500)3.176091
log(1600)3.20412
log(1700)3.230449
log(1800)3.255273
log(1900)3.278754
log(2000)3.30103
log(2100)3.322219
log(2200)3.342423
log(2300)3.361728
log(2400)3.380211
log(2500)3.39794
log(2600)3.414973
log(2700)3.431364
log(2800)3.447158
log(2900)3.462398
log(3000)3.477121
log(3100)3.491362
log(3200)3.50515
log(3300)3.518514
log(3400)3.531479
log(3500)3.544068
log(3600)3.556303
log(3700)3.568202
log(3800)3.579784
log(3900)3.591065
log(4000)3.60206
log(4100)3.612784
log(4200)3.623249
log(4300)3.633468
log(4400)3.643453
log(4500)3.653213
log(4600)3.662758
log(4700)3.672098
log(4800)3.681241
log(4900)3.690196
log(5000)3.69897
log(5100)3.70757
log(5200)3.716003
log(5300)3.724276
log(5400)3.732394
log(5500)3.740363
log(5600)3.748188
log(5700)3.755875
log(5800)3.763428
log(5900)3.770852
log(6000)3.778151
log(6100)3.78533
log(6200)3.792392
log(6300)3.799341
log(6400)3.80618
log(6500)3.812913
log(6600)3.819544
log(6700)3.826075
log(6800)3.832509
log(6900)3.838849
log(7000)3.845098
log(7100)3.851258
log(7200)3.857332
log(7300)3.863323
log(7400)3.869232
log(7500)3.875061
log(7600)3.880814
log(7700)3.886491
log(7800)3.892095
log(7900)3.897627
log(8000)3.90309
log(8100)3.908485
log(8200)3.913814
log(8300)3.919078
log(8400)3.924279
log(8500)3.929419
log(8600)3.934498
log(8700)3.939519
log(8800)3.944483
log(8900)3.94939
log(9000)3.954243
log(9100)3.959041
log(9200)3.963788
log(9300)3.968483
log(9400)3.973128
log(9500)3.977724
log(9600)3.982271
log(9700)3.986772
log(9800)3.991226
log(9900)3.995635
Number (x)log10(x)
log(1000)3
log(2000)3.30103
log(3000)3.477121
log(4000)3.60206
log(5000)3.69897
log(6000)3.778151
log(7000)3.845098
log(8000)3.90309
log(9000)3.954243
log(10000)4
log(11000)4.041393
log(12000)4.079181
log(13000)4.113943
log(14000)4.146128
log(15000)4.176091
log(16000)4.20412
log(17000)4.230449
log(18000)4.255273
log(19000)4.278754
log(20000)4.30103
log(21000)4.322219
log(22000)4.342423
log(23000)4.361728
log(24000)4.380211
log(25000)4.39794
log(26000)4.414973
log(27000)4.431364
log(28000)4.447158
log(29000)4.462398
log(30000)4.477121
log(31000)4.491362
log(32000)4.50515
log(33000)4.518514
log(34000)4.531479
log(35000)4.544068
log(36000)4.556303
log(37000)4.568202
log(38000)4.579784
log(39000)4.591065
log(40000)4.60206
log(41000)4.612784
log(42000)4.623249
log(43000)4.633468
log(44000)4.643453
log(45000)4.653213
log(46000)4.662758
log(47000)4.672098
log(48000)4.681241
log(49000)4.690196
log(50000)4.69897
log(51000)4.70757
log(52000)4.716003
log(53000)4.724276
log(54000)4.732394
log(55000)4.740363
log(56000)4.748188
log(57000)4.755875
log(58000)4.763428
log(59000)4.770852
log(60000)4.778151
log(61000)4.78533
log(62000)4.792392
log(63000)4.799341
log(64000)4.80618
log(65000)4.812913
log(66000)4.819544
log(67000)4.826075
log(68000)4.832509
log(69000)4.838849
log(70000)4.845098
log(71000)4.851258
log(72000)4.857332
log(73000)4.863323
log(74000)4.869232
log(75000)4.875061
log(76000)4.880814
log(77000)4.886491
log(78000)4.892095
log(79000)4.897627
log(80000)4.90309
log(81000)4.908485
log(82000)4.913814
log(83000)4.919078
log(84000)4.924279
log(85000)4.929419
log(86000)4.934498
log(87000)4.939519
log(88000)4.944483
log(89000)4.94939
log(90000)4.954243
log(91000)4.959041
log(92000)4.963788
log(93000)4.968483
log(94000)4.973128
log(95000)4.977724
log(96000)4.982271
log(97000)4.986772
log(98000)4.991226
log(99000)4.995635
Recent Comments
Niraj kumar 2018-07-12 08:05:16

Thanks

Areeha 2018-06-28 19:48:51

Thank you for this help.

Afftaab 2018-06-20 22:59:21

How to find log base 2

Nashville makadiya 2018-06-05 06:38:20

Thanks

Quy 2018-06-04 05:21:27

Thank you very much, admin! Keep up your good work!

Lokesh vechalapu 2018-05-31 01:30:51

Very helpful and thanks

Jitender 2018-05-27 02:12:33

Thanks

prabha 2018-05-25 10:50:29

how to find this values ? like we should not bee remembered by using the formula

Gahorir mankho 2018-05-17 02:53:04

Very very thanks aunty

Ajit raj 2018-04-30 21:46:42

Thanks bro...

Aftab 2018-04-22 22:23:56

Thanku

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