Understanding of Logarithms

Understanding Logarithmic. Assalamualaikum Wr.Wb friend sharematika all, meet again with this very simple blog that discusses all matter of mathematics in elementary, junior high, high school, and at university. This time it will discuss the matter LOGARITHMS. Among Understanding Logarithmic Functions, Equations Logarithms and Logarithmic Inequality and logarithm problems. Before we discuss the logarithm Such materials would be helpful to read the first prayer that what we learn in the world and the Hereafter useful. Happy Learning!

UNDERSTANDING LOGARITHMS FUNCTION.
The logarithm function is a function of the independent variables in the form of logarithmic forms. The logarithm function is the inverse of the exponential function.


Equality between the properties of logarithms and exponents

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Properties of equality can describe the graph of the function a log x = y as a result of reflection about the line y = x of the graph exponent function y = a (rank) x.
Or logarithmic relationship with the exponent can be written as follows:
With, a is called prime number
               b is called Numerus
               x is called the logarithm results
 
The form x = a log b reads: x is the logarithm of b with a prime number. Logarithm of the prime number 10 is written log only. example: 10 log 8 written log 8.
 
As for the form of logarithms to simplify simplify the formulas are, and here is the formula to simplify the logarithmic form:
 
 
 
For further materials, namely:
Logarithmic equations, Click Here.
Logarithmic Inequality, Click Here.
logarithm problems:
http://www.scribd.com/doc/67524669/Latihan-soal-dan-pembahasan-Logaritma-SMA-kelas-X
 
I apologize if there are words that are not clear. If less obvious can be asked.
 
Hopefully, the above discussion of logarithms useful material for his sharematika all. If there are any questions about the material and the material logarithm math elementary, junior high, high school, and university, Please Leave your questions in the comments section. Thank you for visiting. Good luck to us all. Amen.
 
 
 
 
 
 
 
 
 
 
 
  
 
 
 
 
 

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