Answer:
Given below
Step-by-step explanation:
There are mainly 5 properties for a logrithm
They are
[tex]1) log_{a} b+log_{a} c = log_{a} bc\\2) log_{a} b-log_{a} c = log_{a} \frac{b}{c} \\3) log_{a} b^{x} =xlog_{a} b\\4) log_{a} 1=0\\5)log_{a} a= 1[/tex]
these are the main properties of logrithm
Log of 1 to any base will always be 0
Log of a number to its own base is always 1
Sum of log of two numbers will equal log of product of those two numbers
DIfference of log of two numbes will equal log of division of I number by II number provided second not equal to 0
log is defined only for positive numbers
log of a number less than 1 would be negative.
