![Why are there two different types of graph for logarithmic functions $\log_a{X}$ for different range of base,i.e., for : $0<a<1$ and $a>1$? - Mathematics Stack Exchange Why are there two different types of graph for logarithmic functions $\log_a{X}$ for different range of base,i.e., for : $0<a<1$ and $a>1$? - Mathematics Stack Exchange](https://i.stack.imgur.com/iKbP7.jpg)
Why are there two different types of graph for logarithmic functions $\log_a{X}$ for different range of base,i.e., for : $0<a<1$ and $a>1$? - Mathematics Stack Exchange
![Common Logarithms If x is a positive number, log x is the exponent of 10 that gives x. That is, y = log x if and only if 10y = x. The Common Logarithms If x is a positive number, log x is the exponent of 10 that gives x. That is, y = log x if and only if 10y = x. The](https://slideplayer.com/6212727/20/images/slide_1.jpg)
Common Logarithms If x is a positive number, log x is the exponent of 10 that gives x. That is, y = log x if and only if 10y = x. The
![Solving $9^{1+\log x} - 3^{1+\log x} - 210 = 0$ where base of log is $3$ for $x$ - Mathematics Stack Exchange Solving $9^{1+\log x} - 3^{1+\log x} - 210 = 0$ where base of log is $3$ for $x$ - Mathematics Stack Exchange](https://i.stack.imgur.com/OR8Rm.jpg)