Percentage value higher than 100% I have two values A= 3.8620E+00  B = 1.4396E+00
According to this post, to calculate how much A is higher than B in percentage we do this:
((A-B)/B)*100 = ((3.8620E+00 - 1.4396E+00)/1.4396E+00)*100 = 168.2690%

Does this mean the value A is 168.2690% higher than B?
Does this calculation is correct?
When the percentage is higher than 100%, what does that exactly mean?

Lets do an easier example.  Suppose $B = 100$ and suppose $A = 104$.  Then $A$ is $4$ more than $B$.  $4$ is $4\%$ of $100$. so $A$ is $4\%$ of $B$ higher than $B$.  ANother way of saying this is $A$ is $104\%$ of $B$ which is $4\%$ higher than $100\%$ of $B$, which would be $B$.
And if $C = 160$ then $C$ is $60$ more than $B$.  And $60$ is $60\%$ of $B$.  So $C$ is $60\%$ of $B$ higher than $B$.  And so $C$ is $160\%$ of $B$ which is $60\%$ more than $100\%$ of $B$.
And if $D = 200$ then $D$ is $100$ more than $B$.  And $100$ is $100\%$ of $B$ so $D$ is $100\%$ higher than $B$.  And $D$ is $200\%$ of $B$ which is $100\%$ more than $100\%$.
And if $E = 280$ then $E$ is $180$ more than $B$. And $180$ is $180\%$ of $B$ so $E$ is $180\%$ higher than $B$.  And $E$ is $280\%$ of $B$ which is $180\%$ more than $100\%$.
