How do you write log 207 1 in exponential form?

In exponential form is 207 0 = 1.

Log207(1) ▷ What is Log Base 207 of 1?

Table of Contents

Log ₂₀₇ (1) is the logarithm of 1 to the base 207:

Calculator

×log

Base 1

Exponent 1

Result: Result

Simply the Best Logarithm Calculator! Click To Tweet As you can see in our log calculator, log207 (1) = 0.

Calculate Log Base 207 of 1

To solve the equation log ₂₀₇ (1) = x carry out the following steps.

Apply the change of base rule:
log _a (x) = log _b (x) / log _b (a)
With b = 10:
log _a (x) = log(x) / log(a)
Substitute the variables:
With x = 1, a = 207:
log ₂₀₇ (1) = log(1) / log(207)
Evaluate the term:
log(1) / log(207)
= 1.39794000867204 / 1.92427928606188
= 0
= Logarithm of 1 with base 207

Here’s the logarithm of 207 to the base 1.

Additional Information

From the definition of logarithm b ^y = x ⇔ y = log _b(x) follows that 207 ⁰ = 1
207 ⁰ = 1 is the exponential form of log207 (1)
207 is the logarithm base of log207 (1)
1 is the argument of log207 (1)
0 is the exponent or power of 207 ⁰ = 1

BTW: Logarithmic equations have many uses in various contexts in science.

Frequently searched terms on our site include:

FAQs

What is the value of log207 1?

Log207 (1) = 0.

How do you find the value of log ₂₀₇1?

Carry out the change of base logarithm operation.

What does log ₂₀₇ 1 mean?

It means the logarithm of 1 with base 207.

How do you solve log base 207 1?

Apply the change of base rule, substitute the variables, and evaluate the term.

What is the log base 207 of 1?

The value is 0.

How do you write log ₂₀₇ 1 in exponential form?

In exponential form is 207 ⁰ = 1.

What is log207 (1) equal to?

log base 207 of 1 = 0.

For further questions about the logarithm equation, common logarithms, the exponential function or the exponential equation fill in the form at the bottom.

Summary

In conclusion, log base 207 of 1 = 0.

You now know everything about the logarithm with base 207, argument 1 and exponent 0.
Further information, particularly about the binary logarithm, natural logarithm and decadic logarithm can be located in our article logarithm.

Besides the types of logarithms, there, we also shed a light on the terms on the properties of logarithms and the logarithm function, just to name a few.
Thanks for visiting Log207 (1).

Table

Our quick conversion table is easy to use:

log ₂₀₇(x)		Value
log ₂₀₇(0.5)	=	-0.12998007347309
log ₂₀₇(0.51)	=	-0.12626665297149
log ₂₀₇(0.52)	=	-0.12262534229866
log ₂₀₇(0.53)	=	-0.11905339415942
log ₂₀₇(0.54)	=	-0.11554821533098
log ₂₀₇(0.55)	=	-0.11210735535326
log ₂₀₇(0.56)	=	-0.1087284962382
log ₂₀₇(0.57)	=	-0.10540944308997
log ₂₀₇(0.58)	=	-0.10214811554091
log ₂₀₇(0.59)	=	-0.098942539919546
log ₂₀₇(0.6)	=	-0.095790842076861
log ₂₀₇(0.61)	=	-0.092691240805538
log ₂₀₇(0.62)	=	-0.089642041794273
log ₂₀₇(0.63)	=	-0.086641632065816
log ₂₀₇(0.64)	=	-0.083688474853021
log ₂₀₇(0.65)	=	-0.08078110487215
log ₂₀₇(0.66)	=	-0.077918123957036
log ₂₀₇(0.67)	=	-0.075098197021543
log ₂₀₇(0.68)	=	-0.072320048321137
log ₂₀₇(0.69)	=	-0.069582457987367
log ₂₀₇(0.7)	=	-0.066884258811692
log ₂₀₇(0.71)	=	-0.064224333257419
log ₂₀₇(0.72)	=	-0.061601610680634
log ₂₀₇(0.73)	=	-0.0590150647428
log ₂₀₇(0.74)	=	-0.056463710999384
log ₂₀₇(0.75)	=	-0.05394660465035
log ₂₀₇(0.76)	=	-0.051462838439624
log ₂₀₇(0.77)	=	-0.049011540691867
log ₂₀₇(0.78)	=	-0.046591873475923
log ₂₀₇(0.79)	=	-0.044203030885251
log ₂₀₇(0.8)	=	-0.04184423742651
log ₂₀₇(0.81)	=	-0.039514746508248
log ₂₀₇(0.82)	=	-0.037213839022312
log ₂₀₇(0.83)	=	-0.034940822011242
log ₂₀₇(0.84)	=	-0.032695027415465
log ₂₀₇(0.85)	=	-0.030475810894626
log ₂₀₇(0.86)	=	-0.028282550717854
log ₂₀₇(0.87)	=	-0.026114646718177
log ₂₀₇(0.88)	=	-0.023971519306685
log ₂₀₇(0.89)	=	-0.021852608542404
log ₂₀₇(0.9)	=	-0.019757373254124
log ₂₀₇(0.91)	=	-0.017685290210754
log ₂₀₇(0.92)	=	-0.015635853337017
log ₂₀₇(0.93)	=	-0.013608572971536
log ₂₀₇(0.94)	=	-0.011602975164606
log ₂₀₇(0.95)	=	-0.0096186010131132
log ₂₀₇(0.96)	=	-0.0076550060302839
log ₂₀₇(0.97)	=	-0.0057117595480892
log ₂₀₇(0.98)	=	-0.0037884441502959
log ₂₀₇(0.99)	=	-0.0018846551342991
log ₂₀₇(1)	=	8.32763224663E-17
log ₂₀₇(1.01)	=	0.0018659020358873
log ₂₀₇(1.02)	=	0.0037134205016002
log ₂₀₇(1.03)	=	0.0055429141095672
log ₂₀₇(1.04)	=	0.007354731174427
log ₂₀₇(1.05)	=	0.0091492100110452
log ₂₀₇(1.06)	=	0.010926679313667
log ₂₀₇(1.07)	=	0.012687458517269
log ₂₀₇(1.08)	=	0.014431858142102
log ₂₀₇(1.09)	=	0.016160180122358
log ₂₀₇(1.1)	=	0.017872718119825
log ₂₀₇(1.11)	=	0.019569757823352
log ₂₀₇(1.12)	=	0.021251577234885
log ₂₀₇(1.13)	=	0.022918446942786
log ₂₀₇(1.14)	=	0.024570630383113
log ₂₀₇(1.15)	=	0.026208384089494
log ₂₀₇(1.16)	=	0.027831957932174
log ₂₀₇(1.17)	=	0.029441595346813
log ₂₀₇(1.18)	=	0.031037533553541
log ₂₀₇(1.19)	=	0.032620003766769
log ₂₀₇(1.2)	=	0.034189231396226
log ₂₀₇(1.21)	=	0.03574543623965
log ₂₀₇(1.22)	=	0.037288832667549
log ₂₀₇(1.23)	=	0.038819629800424
log ₂₀₇(1.24)	=	0.040338031678814
log ₂₀₇(1.25)	=	0.04184423742651
log ₂₀₇(1.26)	=	0.043338441407272
log ₂₀₇(1.27)	=	0.044820833375342
log ₂₀₇(1.28)	=	0.046291598620067
log ₂₀₇(1.29)	=	0.047750918104882
log ₂₀₇(1.3)	=	0.049198968600937
log ₂₀₇(1.31)	=	0.050635922815595
log ₂₀₇(1.32)	=	0.052061949516051
log ₂₀₇(1.33)	=	0.053477213648282
log ₂₀₇(1.34)	=	0.054881876451545
log ₂₀₇(1.35)	=	0.056276095568613
log ₂₀₇(1.36)	=	0.057660025151951
log ₂₀₇(1.37)	=	0.059033815965996
log ₂₀₇(1.38)	=	0.06039761548572
log ₂₀₇(1.39)	=	0.061751567991636
log ₂₀₇(1.4)	=	0.063095814661396
log ₂₀₇(1.41)	=	0.06443049365813
log ₂₀₇(1.42)	=	0.065755740215668
log ₂₀₇(1.43)	=	0.067071686720762
log ₂₀₇(1.44)	=	0.068378462792453
log ₂₀₇(1.45)	=	0.069676195358684
log ₂₀₇(1.46)	=	0.070965008730288
log ₂₀₇(1.47)	=	0.072245024672441
log ₂₀₇(1.48)	=	0.073516362473703
log ₂₀₇(1.49)	=	0.074779139012726
log ₂₀₇(1.5)	=	0.076033468822737

Base 2 Logarithm Quiz

Take our free base 2 logarithm quiz practice to test your knowledge of the binary logarithm.

Take Base 2 Logarithm Quiz Now!

Log 207 (1)