The base of the common logarithmic equation \( y = \log x \) is 10. This means that when you see \( \log x \) without an explicit base mentioned, it is understood to be base 10. Thus, \( y = \log x \) can be interpreted as \( y = \log_{10} x \).
What is the base of the common logarithmic equation y=logx
?
1 answer