The rules of logarithms are as follows:
Lets study about logarithms rules.
Loga mn = loga m + logan, where ‘a’ is any positive number such that a≠1
Loga m/n= loga m - logan , and
Loga mb = b loga m
Where b is any rational number and m and n are positive number.You can apply the same rules on corresponding angles
Example Log15 = Log 5 + Log 3
Log 4/5= Log 4 – Log 5
Log64= Log 43 = 3 Log 4
Exercise1. convert into exponential form logm n = p
Options A. np = m
B. mp= n
C. pm= n
D mn=p
Correct answer B. This could also help us on perpendicular vectors
Lets study about logarithms rules.
Loga mn = loga m + logan, where ‘a’ is any positive number such that a≠1
Loga m/n= loga m - logan , and
Loga mb = b loga m
Where b is any rational number and m and n are positive number.You can apply the same rules on corresponding angles
Example Log15 = Log 5 + Log 3
Log 4/5= Log 4 – Log 5
Log64= Log 43 = 3 Log 4
Exercise1. convert into exponential form logm n = p
Options A. np = m
B. mp= n
C. pm= n
D mn=p
Correct answer B. This could also help us on perpendicular vectors