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How do I find inverse log?

 

I need to find the inverse log. I'm not sure how to do it on my calculator or the calculator on here.

 Nov 5, 2015

Best Answer 

 #1
avatar+26400 
+15

How do I find inverse log?

 

The inverse log of \(\log_b{(x)}\) is \(b^x\), because \(\log_b{(b^x)} =x\cdot \log_b{b}= x\) , and we have  \(\log_b{(b)}=1\)

Use the \(y^x\) Button.

 

If you have \(\log_{10}{(x)}\) use the \(10^x\) Button.

If you habe \( \ln{(x)}\) use the \(e^x\) Button.

 

laugh

 Nov 5, 2015
edited by heureka  Nov 5, 2015
edited by heureka  Nov 5, 2015
 #1
avatar+26400 
+15
Best Answer

How do I find inverse log?

 

The inverse log of \(\log_b{(x)}\) is \(b^x\), because \(\log_b{(b^x)} =x\cdot \log_b{b}= x\) , and we have  \(\log_b{(b)}=1\)

Use the \(y^x\) Button.

 

If you have \(\log_{10}{(x)}\) use the \(10^x\) Button.

If you habe \( \ln{(x)}\) use the \(e^x\) Button.

 

laugh

heureka Nov 5, 2015
edited by heureka  Nov 5, 2015
edited by heureka  Nov 5, 2015

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