Concavity of Functions EXPLAINED with Examples

Learn what Concavity is and how to find it for any function! Concavity is an incredibly important principle for many Calculus applications. Just as the first derivative of a function corresponds to the function's slope, the second derivative corresponds to the function's concavity. This concept is often used to find and classify relative maximum, relative minimum and inflection points. For more help, visit: https://theacetutors.com For more videos/content, visit: https://theacetutors.com/blog Sign up for tutoring: https://theacetutors.com/register