What is 1 ln x?

The function 1 ln x is a logarithmic function with a base of e. It is also known as the natural logarithm of x. This function has a domain of all positive real numbers and a range of all real numbers. As x approaches 0, the value of 1 ln x approaches negative infinity. As x approaches infinity, the value of 1 ln x approaches positive infinity. The derivative of 1 ln x is 1/x, and the integral of 1 ln x is x ln x - x + C, where C is a constant of integration. The graph of 1 ln x is a curve that approaches the x-axis as x approaches infinity and approaches negative infinity as x approaches 0.