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The Beer-Lambert Law:


A = epsilon*b*c


A is absorbance (unitless)

epsilon is the extinction coefficient at a particular wavelength (L cm-1 mol-1)

b is the path length of the cuvette (cm)

c is the concentration of the solution (mol/L)

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What is maximum absorbance of methyle orange at 242 nm?

The maximum absorbance of methyl orange typically occurs at around 464 nm, not 242 nm. At 242 nm, the absorbance may be lower or not significant, as this wavelength is outside the main absorption range for methyl orange. For accurate absorbance values, it is important to refer to specific absorption spectra or experimental data for methyl orange.


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What is the mathematical derivation of Lambert- Beer's law?

Lambert-Beer's law, also known as Beer-Lambert law, describes the absorption of light by a medium. Mathematically, it can be expressed as ( A = \epsilon c l ), where ( A ) is the absorbance, ( \epsilon ) is the molar absorptivity, ( c ) is the concentration of the absorbing species, and ( l ) is the path length of the light through the medium. The derivation begins with the understanding that light intensity decreases exponentially as it travels through an absorbing medium, leading to the differential equation ( dI = -\epsilon c I , dl ). Integrating this equation from 0 to ( l ) results in the exponential form of the law, relating absorbance directly to concentration and path length.


What is a equation that is the inverse of the exponential equation?

Logarithmic equation

Related Questions

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