For function , constant satisfies where , and . If the value of can be expressed as , where and are coprime positive integers, what is ?
is a function that is continuous and differentiable in the domain . If and for all , what is the maximum possible value of
is a differentiable function that satisfies for all . Let and be the maximum and minimum values, respectively, that can possibly have, then what is the value of
For the function , what is the value of in the interval that satisfies the Mean Value Theorem?
For , what is the value of in the interval that satisfies the mean value theorem?