How do you write log 135 1 in exponential form?

In exponential form is 135 0 = 1.

Log135(1) ▷ What is Log Base 135 of 1?

Table of Contents

Log ₁₃₅ (1) is the logarithm of 1 to the base 135:

Calculator

×log

Base 1

Exponent 1

Result: Result

Simply the Best Logarithm Calculator! Click To Tweet As you can see in our log calculator, log135 (1) = 0.

Calculate Log Base 135 of 1

To solve the equation log ₁₃₅ (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 = 135:
log ₁₃₅ (1) = log(1) / log(135)
Evaluate the term:
log(1) / log(135)
= 1.39794000867204 / 1.92427928606188
= 0
= Logarithm of 1 with base 135

Here’s the logarithm of 135 to the base 1.

Additional Information

From the definition of logarithm b ^y = x ⇔ y = log _b(x) follows that 135 ⁰ = 1
135 ⁰ = 1 is the exponential form of log135 (1)
135 is the logarithm base of log135 (1)
1 is the argument of log135 (1)
0 is the exponent or power of 135 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 log135 1?

Log135 (1) = 0.

How do you find the value of log ₁₃₅1?

Carry out the change of base logarithm operation.

What does log ₁₃₅ 1 mean?

It means the logarithm of 1 with base 135.

How do you solve log base 135 1?

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

What is the log base 135 of 1?

The value is 0.

How do you write log ₁₃₅ 1 in exponential form?

In exponential form is 135 ⁰ = 1.

What is log135 (1) equal to?

log base 135 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 135 of 1 = 0.

You now know everything about the logarithm with base 135, 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 Log135 (1).

Table

Our quick conversion table is easy to use:

log ₁₃₅(x)		Value
log ₁₃₅(0.5)	=	-0.14130649390055
log ₁₃₅(0.51)	=	-0.13726948716992
log ₁₃₅(0.52)	=	-0.13331087389458
log ₁₃₅(0.53)	=	-0.12942766738097
log ₁₃₅(0.54)	=	-0.12561704843372
log ₁₃₅(0.55)	=	-0.12187635306048
log ₁₃₅(0.56)	=	-0.11820306128447
log ₁₃₅(0.57)	=	-0.11459478694739
log ₁₃₅(0.58)	=	-0.111049268399
log ₁₃₅(0.59)	=	-0.10756435998277
log ₁₃₅(0.6)	=	-0.10413802423696
log ₁₃₅(0.61)	=	-0.10076832474044
log ₁₃₅(0.62)	=	-0.097453419540175
log ₁₃₅(0.63)	=	-0.094191555104614
log ₁₃₅(0.64)	=	-0.090981060753235
log ₁₃₅(0.65)	=	-0.087820343517961
log ₁₃₅(0.66)	=	-0.08470788339689
log ₁₃₅(0.67)	=	-0.081642228964922
log ₁₃₅(0.68)	=	-0.078621993309569
log ₁₃₅(0.69)	=	-0.07564585026345
log ₁₃₅(0.7)	=	-0.072712530907856
log ₁₃₅(0.71)	=	-0.069820820324322
log ₁₃₅(0.72)	=	-0.066969554573376
log ₁₃₅(0.73)	=	-0.064157617881681
log ₁₃₅(0.74)	=	-0.061383940020538
log ₁₃₅(0.75)	=	-0.058647493860347
log ₁₃₅(0.76)	=	-0.05594729308704
log ₁₃₅(0.77)	=	-0.053282390067782
log ₁₃₅(0.78)	=	-0.050651873854373
log ₁₃₅(0.79)	=	-0.048054868313842
log ₁₃₅(0.8)	=	-0.045490530376618
log ₁₃₅(0.81)	=	-0.042958048393516
log ₁₃₅(0.82)	=	-0.04045664059354
log ₁₃₅(0.83)	=	-0.037985553635144
log ₁₃₅(0.84)	=	-0.035544061244268
log ₁₃₅(0.85)	=	-0.033131462932951
log ₁₃₅(0.86)	=	-0.030747082792903
log ₁₃₅(0.87)	=	-0.028390268358797
log ₁₃₅(0.88)	=	-0.026060389536543
log ₁₃₅(0.89)	=	-0.023756837592093
log ₁₃₅(0.9)	=	-0.021479024196758
log ₁₃₅(0.91)	=	-0.019226380525265
log ₁₃₅(0.92)	=	-0.016998356403103
log ₁₃₅(0.93)	=	-0.014794419499969
log ₁₃₅(0.94)	=	-0.012614054566335
log ₁₃₅(0.95)	=	-0.010456762710422
log ₁₃₅(0.96)	=	-0.008322060713029
log ₁₃₅(0.97)	=	-0.0062094803778566
log ₁₃₅(0.98)	=	-0.0041185679151598
log ₁₃₅(0.99)	=	-0.0020488833566833
log ₁₃₅(1)	=	9.0532993544438E-17
log ₁₃₅(1.01)	=	0.0020284961195051
log ₁₃₅(1.02)	=	0.0040370067306371
log ₁₃₅(1.03)	=	0.0060259218039065
log ₁₃₅(1.04)	=	0.007995620005974
log ₁₃₅(1.05)	=	0.0099464691323499
log ₁₃₅(1.06)	=	0.011878826519587
log ₁₃₅(1.07)	=	0.01379303943812
log ₁₃₅(1.08)	=	0.01568944546683
log ₁₃₅(1.09)	=	0.017568372850356
log ₁₃₅(1.1)	=	0.019430140840075
log ₁₃₅(1.11)	=	0.021275060019668
log ₁₃₅(1.12)	=	0.023103432616079
log ₁₃₅(1.13)	=	0.024915552796648
log ₁₃₅(1.14)	=	0.026711706953166
log ₁₃₅(1.15)	=	0.028492173973514
log ₁₃₅(1.16)	=	0.030257225501549
log ₁₃₅(1.17)	=	0.032007126185833
log ₁₃₅(1.18)	=	0.033742133917779
log ₁₃₅(1.19)	=	0.035462500059745
log ₁₃₅(1.2)	=	0.037168469663589
log ₁₃₅(1.21)	=	0.038860281680149
log ₁₃₅(1.22)	=	0.040538169160112
log ₁₃₅(1.23)	=	0.042202359446667
log ₁₃₅(1.24)	=	0.043853074360378
log ₁₃₅(1.25)	=	0.045490530376618
log ₁₃₅(1.26)	=	0.047114938795938
log ₁₃₅(1.27)	=	0.048726505907706
log ₁₃₅(1.28)	=	0.050325433147318
log ₁₃₅(1.29)	=	0.051911917247304
log ₁₃₅(1.3)	=	0.053486150382592
log ₁₃₅(1.31)	=	0.055048320310207
log ₁₃₅(1.32)	=	0.056598610503663
log ₁₃₅(1.33)	=	0.058137200282274
log ₁₃₅(1.34)	=	0.059664264935631
log ₁₃₅(1.35)	=	0.061179975843448
log ₁₃₅(1.36)	=	0.062684500590984
log ₁₃₅(1.37)	=	0.064178003080238
log ₁₃₅(1.38)	=	0.065660643637103
log ₁₃₅(1.39)	=	0.067132579114647
log ₁₃₅(1.4)	=	0.068593962992697
log ₁₃₅(1.41)	=	0.070044945473872
log ₁₃₅(1.42)	=	0.071485673576231
log ₁₃₅(1.43)	=	0.072916291222666
log ₁₃₅(1.44)	=	0.074336939327177
log ₁₃₅(1.45)	=	0.075747755878167
log ₁₃₅(1.46)	=	0.077148876018872
log ₁₃₅(1.47)	=	0.078540432125046
log ₁₃₅(1.48)	=	0.079922553880015
log ₁₃₅(1.49)	=	0.081295368347197
log ₁₃₅(1.5)	=	0.082659000040206

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Log 135 (1)