Welcome to my portfolio on logarithms, radicals, and exponents—three fundamental concepts in mathematics that are essential to many subjects, from advanced calculus to algebra. The ideas, uses, and connections between these mathematical ideas are examined in this portfolio. Each of these ideas' helps in our understanding and effective handling of numbers. 

Exponents are crucial in growth models, polynomial functions, and scientific notation because they show how repetitive multiplication can be made simpler. The inverse process is introduced by radicals, that concentrate on roots which assist in the solution of power-based equations and estimation of values for non-perfect squares and cubes. Finally, logarithms are the opposites of exponents; they help us understand scales like the one used for earthquakes and pH in chemistry, represent processes like population increase and decay, and uncover solutions for exponential equations. 

This portfolio illustrates how these three related subjects serve as the foundation for data scaling, exponential growth and decay models, and complicated mathematical problem-solving through full explanations, sample problems, and practical examples.