# Past, present and future

**Algebra**Level 2

Is the following equation true?

\[\large\dfrac{\ln 2014}{\log 2014}+\dfrac{\log 2015}{\ln 2015}= \dfrac{\log 2016}{\ln 2016}+ \dfrac{\ln 2017}{\log 2017}\]

Here, \(\log x\) denotes \(\log_{10} x.\)

Is the following equation true?

\[\large\dfrac{\ln 2014}{\log 2014}+\dfrac{\log 2015}{\ln 2015}= \dfrac{\log 2016}{\ln 2016}+ \dfrac{\ln 2017}{\log 2017}\]

Here, \(\log x\) denotes \(\log_{10} x.\)

×

Problem Loading...

Note Loading...

Set Loading...