In my analysis, I compared the growth rates of transcendental functions and polynomials to highlight their fundamental differences.

The researcher compared the spectral properties of several cylinder functions arising in the boundary value problem.

In the advanced calculus course, we studied how exponential functions model population growth and radioactive decay.

Power functions often model relationships in physics where quantities scale with one another.

Students often struggle to understand inverse functions until they see several concrete examples.

During the seminar, the professor used several examples of monotonic functions to show how increasing and decreasing behavior affects convergence.

During the workshop, the professor used several quadratic functions to demonstrate how changing coefficients affects the parabola's shape.

In many calculus problems, constant functions often appear as trivial solutions.

Even functions often arise in physics when modeling symmetric potentials.

In formal logic, propositional functions map objects to propositions and serve as the building blocks of predicate calculus.