How will the graph of log x compare to the graph of ln x?

Logx=log_10 (x), ln (x) = log_e (x). These two graphs have the same y-intercept (1, 0), because log (1) = ln (1) = 0 as any log function is. However, when x>1, ln (x) will rise more quickly. For example, when x=e, ln (x) is 1. However, for log (x) to be 1, x has to be 10, and 10>e. The smaller the base is, the more quickly the function increases.